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	<title>Alina Schellig &#187; Bootcamp de programação</title>
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		<title>Introdução ao Teste de Software</title>
		<link>http://www.alinaschellig.de/blog/2023/05/introducao-ao-teste-de-software/</link>
		<comments>http://www.alinaschellig.de/blog/2023/05/introducao-ao-teste-de-software/#comments</comments>
		<pubDate>Tue, 16 May 2023 14:44:25 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

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		<description><![CDATA[O guião inclui instruções para plataformas específicas para validar um resultado ou uma característica. As soluções de testes automatizados demoram menos tempo a realizar cada teste. Como tal, são altamente eficientes curso de QA e proporcionam uma maior cobertura de teste. Pode automatizar a maioria dos testes, incluindo algumas simulações de utilizadores. Os testes unitários [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>O guião inclui instruções para plataformas específicas para validar um resultado ou uma característica. As soluções de testes automatizados demoram menos tempo a realizar cada teste. Como tal, são altamente eficientes <a href="https://cacodarosa.com/noticia/39351/analista-de-qa-oportunidades-responsabilidades-e-recomendacoes">curso de QA</a> e proporcionam uma maior cobertura de teste. Pode automatizar a maioria dos testes, incluindo algumas simulações de utilizadores. Os testes unitários são uma ferramenta útil para o desenvolvimento Ágil.</p>
<ul>
<li>Nosso nível de preço é baixo em comparação com a qualidade que oferecemos.</li>
<li>No entanto, muitos testes requerem métricas qualitativas do ponto de vista do utilizador final.</li>
<li>Em suma, os testes unitários podem beneficiar da automatização de testes de software.</li>
<li>Os testes de automação não-funcionais verificam que aspectos não-funcionais como fiabilidade, desempenho e usabilidade são aceitáveis.</li>
</ul>
<p>No entanto, os produtos mais pequenos podem escapar aos testes manuais devido às exigências reduzidas de mão-de-obra. Em suma, os testes unitários podem beneficiar da automatização de testes de software. No entanto, nem todos os testes automatizados de software são testes unitários e vice-versa. Se a sua empresa tiver as ferramentas, infra-estruturas e conhecimentos correctos para realizar testes automatizados de software, poderá ainda assim utilizar a abordagem de testes errada.</p>
<h2><img src="http://s.w.org/images/core/emoji/72x72/1f44d.png" alt="👍" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Lista das principais ferramentas de teste de software (recomendadas por QAs)</h2>
<p>Abrange desde a prestação de serviços de testes de softwares para programas gerenciais até aplicativos de smartphones voltados para o público. E a expectativa é de que ele fique cada vez maior, à medida em que clientes de desenvolvedoras de softwares passam a solicitar a avaliação desse profissional nos programas encomendados. Um plano de teste é feito para colaborar  com o desenvolvimento de um software. É por meio desse plano que os componentes técnicos, funcionais, estruturais etc. serão verificados e validados, de modo a garantir o bom funcionamento do programa junto ao usuário final.</p>
<div style='text-align:center'><iframe width='563' height='312' src='https://www.youtube.com/embed/msEtSTahe-I' frameborder='0' alt='testador de software' allowfullscreen></iframe></div>
<p>Clientes, empregados, etc, precisam de programas de alta qualidade em que podem confiar! O Testador de Software é um fator-chave para minimizar defeitos e para atender a essas expectativas de alta qualidade. É gratuito receber nossa seleção de um consultor perfeito para o seu projeto. O Grupo de Pessoas Certas cobra apenas você, se você decidir contratar um dos consultores que apresentamos. Nós executamos todo o processo de busca, seleção e garantia de qualidade sem qualquer compromisso para você como cliente. Já os testes de segurança têm como foco identificar vulnerabilidades que possam comprometer a integridade dos dados do programa, garantindo sua proteção contra possíveis ataques.</p>
<h2>Quais são os Tipos de Testes Automatizados de Software?</h2>
<p>Este critério  inclui testes que se podem estabelecer num ambiente consistente e depois executar e medir antes de devolver o ambiente ao seu estado de base. Por exemplo, as combinações de browsers de teste seriam extraordinariamente tediosas sem automatização. Na era digital, existem inúmeras <a href="https://novomomento.com.br/como-se-preparar-para-o-futuro-do-desenvolvimento-web/">https://novomomento.com.br/como-se-preparar-para-o-futuro-do-desenvolvimento-web/</a> plataformas que as pessoas utilizam para aceder a aplicações. Durante os testes automáticos da aplicação web, deve determinar que o produto é executado em navegadores de secretária e dispositivos móveis. Assegurar o seu funcionamento fiável em diferentes sistemas operativos e plataformas.</p>
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" width="307px" alt="testador de software"/></p>
<p>Procure uma ferramenta de teste automatizado que suporte a sua tecnologia, linguagem, e plataformas. Deve também oferecer flexibilidade para acomodar diferentes níveis de competências. As estruturas impulsionadas por dados e por palavras-chave são normalmente reutilizáveis, fazendo-lhes escolhas fortes. Veja se pode testar aplicações empresariais e integrá-las também no seu ecossistema.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.alinaschellig.de/blog/2023/05/introducao-ao-teste-de-software/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Guia Completo sobre Teste de Software</title>
		<link>http://www.alinaschellig.de/blog/2023/04/guia-completo-sobre-teste-de-software/</link>
		<comments>http://www.alinaschellig.de/blog/2023/04/guia-completo-sobre-teste-de-software/#comments</comments>
		<pubDate>Mon, 24 Apr 2023 09:03:38 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=2002</guid>
		<description><![CDATA[Essas características devem continuar mesmo que o sistema passe por situações extremas, como grande tráfego de dados ou sobrecarga de usuários. Você acorda, pega o celular e vai verificar seus e-mails – e perde uns 2 minutos do dia https://www.techenet.com/2023/11/analista-de-dados-o-que-faz-e-qual-curso-escolher/ esperando o app funcionar. Os testes de software são realizados justamente para evitar esses episódios [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Essas características devem continuar mesmo que o sistema passe por situações extremas, como grande tráfego de dados ou sobrecarga de usuários. Você acorda, pega o celular e vai verificar seus e-mails – e perde uns 2 minutos do dia <a href="https://www.techenet.com/2023/11/analista-de-dados-o-que-faz-e-qual-curso-escolher/">https://www.techenet.com/2023/11/analista-de-dados-o-que-faz-e-qual-curso-escolher/</a> esperando o app funcionar. Os testes de software são realizados justamente para evitar esses episódios desagradáveis, garantindo que a experiência do usuário ocorra de acordo com o esperado e prometido pelos desenvolvedores.</p>
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<h3>É o caos? É a moda? É a revolução? Não, é a Inteligência Artificial &#8211; Consumidor Moderno</h3>
<p>É o caos? É a moda? É a revolução? Não, é a Inteligência Artificial.</p>
<p>Posted: Tue, 14 Nov 2023 18:55:39 GMT [<a href='https://news.google.com/rss/articles/CBMiWGh0dHBzOi8vY29uc3VtaWRvcm1vZGVybm8uY29tLmJyLzIwMjMvMTEvMTQvY2Fvcy1tb2RhLXJldm9sdWNhby1pbnRlbGlnZW5jaWEtYXJ0aWZpY2lhbC_SAVxodHRwczovL2NvbnN1bWlkb3Jtb2Rlcm5vLmNvbS5ici8yMDIzLzExLzE0L2Nhb3MtbW9kYS1yZXZvbHVjYW8taW50ZWxpZ2VuY2lhLWFydGlmaWNpYWwvYW1wLw?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Até o nome de depuração em inglês (debugging) colabora para isso, uma vez que os testes também são responsáveis por solucionar bugs e falhas nos sistemas. Essa abordagem é especialmente útil para detectar erros específicos de contexto em sistemas da web, onde o programa é como uma caixa semitransparente, permitindo ao testador enxergar parcialmente seu funcionamento. Aplicado para identificar vulnerabilidades de segurança e verificar o nível de proteção do programa contra possíveis ameaças e ataques. Outro fator que intensifica a importância dos testes de software está relacionado a questões burocráticas sérias, imprescindíveis para o lançamento de programas que serão utilizados em áreas que precisam de estabilidade. É comprovado que quando um software apresenta qualquer tipo de problema, o custo para conserto é bem mais alto do que os dos testes.</p>
<h2>Defeitos por hora de ensaio</h2>
<p>Esse teste é extremamente importante para sistemas financeiros ou de saúde, que podem enfrentar sobrecargas e devem continuar estáveis. Os softwares são ferramentas muito importantes e úteis para empresas que querem otimizar seus processos com tecnologia. Realizar o teste de software surge como um passo fundamental para garantir que esses programas funcionem da melhor maneira possível. Tão importante quanto testar que os usuários conseguem usar o aplicativo (conseguem entrar e salvar um objeto), é testar se seu sistema não quebra quando dados ruins ou ações inesperadas são executadas.</p>
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" width="308px" alt="testes de software tipo"/></p>
<p>Para ter qualidade em seu desenvolvimento e cumprir grandes demandas, temos o desafio de produzir um processo de aplicação de sucesso. Para que isso aconteça, é preciso entender a importância de utilizar os diversos tipos de testes de software durante as etapas de desenvolvimento para garantir o seu bom desempenho. O teste não funcional é como testes funcionais; no entanto, a principal diferença é que essas funções são testadas sob carga para o desempenho do observador, confiabilidade, usabilidade, escalabilidade, etc. Testes não funcionais, como testes de carga e estresse, normalmente são realizados usando ferramentas e soluções de automação, como o LoadView. Além dos testes de desempenho, os tipos de testes não funcionais incluem testes de instalação, testes de confiabilidade e testes de segurança. É por meio desse plano que os componentes técnicos, funcionais, estruturais etc. serão verificados e validados, de modo a garantir o bom funcionamento do programa junto ao usuário final.</p>
<h2>Principais estratégias de testes de software</h2>
<p>Isso significa efetivamente que você tem o seu desempenho testando uma parte dos testes de unidade. Uma abordagem mão-na-mão como esta vai ajudá-lo a reduzir os problemas em um estágio inicial e economizar-lhe uma grande quantidade de custo e tempo no longo prazo. Ela é composta por profissionais qualificados que se dedicam às melhores entregas para nossos clientes, a fim de auxiliá-los a diminuir seus custos. Uma metodologia de testes de software bem estruturada verifica se as funcionalidades operam conforme o esperado durante o desenvolvimento.</p>
<ul>
<li>Basicamente, o teste faz parte de um processo no desenvolvimento do programa, podendo ser feito pelos próprios desenvolvedores ou, em alguns casos, feito por profissionais especializados na área.</li>
<li>Os testes manuais são um processo comum para empresas de todos os tamanhos, mas dependendo da forma como se utilizam os testes manuais, os custos podem aumentar.</li>
<li>São os testes realizados simulando as condições que os usuários finais vão vivenciar na prática.</li>
<li>Outro critério é o Grafo Causa-Efeito, que consiste em utilizar a ideia de grafos para transformar entradas de dados em causas e saídas de dados em efeitos.</li>
</ul>
<p>Por exemplo, a especificação pode estar errada ou incompleta, ou pode conter requisitos impossíveis de serem implementados, devido a limitações de hardware ou software. O teste é um processo realizado  pelo testador de software, que permeia outros processos da engenharia de software, e que envolve ações que  vão do levantamento de requisitos até a execução <a href="https://cgn.inf.br/noticia/1354298/principais-dicas-para-escolher-o-melhor-curso-de-teste-de-software">Principais dicas para escolher o melhor curso de teste de software</a> do teste propriamente dito. Para conseguirmos testar a segurança e o desempenho de um aplicativo precisamos de dois conjuntos distintos de habilidades, especialmente à medida que novas ameaças à segurança e novas tecnologias de aplicativo evoluem. Tentar manter o controle de ambas as áreas diminuirá o desempenho dos membros individuais de sua equipe.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.alinaschellig.de/blog/2023/04/guia-completo-sobre-teste-de-software/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Unidade, integração ou sistema? Qual teste fazer?</title>
		<link>http://www.alinaschellig.de/blog/2023/04/unidade-integracao-ou-sistema-qual-teste-fazer/</link>
		<comments>http://www.alinaschellig.de/blog/2023/04/unidade-integracao-ou-sistema-qual-teste-fazer/#comments</comments>
		<pubDate>Tue, 04 Apr 2023 08:56:29 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=1727</guid>
		<description><![CDATA[É mais fácil escrever testes de unidade para blocos de código pequenos e logicamente simples. Para desenvolver software com qualidade, além de uma boa arquitetura, é importante ter uma boa cobertura de testes, de preferência cobrindo toda a pirâmide de testes. Todos estes testes são de extrema importância, no entanto, neste texto vamos focar apenas [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>É mais fácil escrever testes de unidade para blocos de código pequenos e logicamente simples. Para desenvolver software com qualidade, além de uma boa arquitetura, é importante ter uma boa cobertura de testes, de preferência cobrindo toda a pirâmide de testes. Todos estes testes são de extrema importância, no entanto, neste texto vamos focar apenas na base da pirâmide, os testes de unidade. Vamos usar a técnica TDD (Test Driven Development), ou, Desenvolvimento Guiado por Testes onde basicamente escrevemos o teste antes e o código para produção depois. Isso significa que os testes são escritos de forma a serem executados automaticamente, sem a necessidade de intervenção manual.</p>
<p>Isso porque, se uma alteração quebra algo, eles nos alertam imediatamente, permitindo a rápida correção do problema. Em resumo, os testes de unidade são uma ferramenta indispensável na prevenção de regressões. Eles permitem que as equipes de desenvolvimento mantenham a qualidade do software enquanto movem rapidamente, assegurando que as novas mudanças não quebrem as funcionalidades existentes. Os testes de unidade são comumente associados ao conceito de “caixa branca”.</p>
<h2>Stories to Help You Grow as a Software Developer</h2>
<p>Teste de Unidade é uma prática essencial no desenvolvimento de software que consiste em testar cada unidade individualmente, isolada das demais, para garantir que cada uma funcione corretamente. Uma unidade pode ser uma <a href="https://curiosando.com.br/analista-de-teste-de-software-como-escolher-melhor-curso-alavancar-carreira/">https://curiosando.com.br/analista-de-teste-de-software-como-escolher-melhor-curso-alavancar-carreira/</a> função, um método, uma classe ou até mesmo um componente inteiro. O objetivo principal do teste de unidade é verificar se cada unidade está produzindo o resultado esperado, de acordo com as especificações definidas.</p>
<p>Quanto mais recursos e melhorias forem incluídos no seu código, mais você precisará testar para garantir que seu sistema funcione adequadamente. Então, para cada bug que você corrigir, é bom <a href="https://curiosando.com.br/analista-de-teste-de-software-como-escolher-melhor-curso-alavancar-carreira/">Analista de teste de software: Como escolher o melhor curso e alavancar sua carreira</a> verificar para que não voltem em novas versões. Automação é crucial para tornar isso possível e escrever testes mais cedo ou mais tarde se tornará parte do seu fluxo de desenvolvimento.</p>
<h2>A Autenticação é um assunto muito importante e essencial de ser discutido, sendo utilizado na maioria das aplicações atuais.</h2>
<p>No último tópico, falamos sobre a refatoração, que nada mais é do que a melhoria do código. Normalmente, isso já seria necessário, mas com o TDD se torna obrigatório — sempre que escrevemos um teste, devemos escrever uma funcionalidade testável, a qual não pode quebrar nenhuma outra. Se quebrarmos um teste, teremos que fazer um esforço para que o código não esteja muito acoplado ao seguinte. Trata-se da verificação da menor parte testável de um software — dependendo da linguagem de programação, como PHP, Java, Python, JavaScript etc. Se o código for desenvolvido em uma  linguagem que suporta um paradigma funcional, por exemplo, a menor parte será qualquer função. Neste caso nosso método é bem simples então vamos apenas simplificar um pouco nossa função soma.</p>
<ul>
<li>Para criar testes de unidade, você pode seguir algumas técnicas básicas para garantir a cobertura de todos os casos de teste.</li>
<li>O teste é capaz de identificar bugs, mas existem outras expressões SQL que podem trazer o mesmo resultado.</li>
<li>Para tornar o código cada vez mais conciso, reduzindo a quantidade de acoplamentos e dependências, o desenvolvedor terá que aprimorar seu raciocínio lógico — o que se torna um exercício.</li>
<li>No entanto, geram menos valor para a empresa, visto que sozinhos eles não garantem a corretude do código.</li>
</ul>
<p>Isso significa que, ao contrário dos testes de caixa preta, que se concentram apenas no resultado, os unitários consideram a estrutura interna do código. Eles garantem que o código funcione corretamente, tanto internamente quanto em termos de sua interação com os usuários. Uma das principais características dos testes de unidade é o princípio do isolamento.</p>
<h2>Interpretação de valores[editar editar código-fonte]</h2>
<p>A compreensão do processo, aplicações, benefícios e desafios pode ajudá-lo a decidir se os testes unitários são necessários para a sua equipa. Esses métodos de teste geralmente exigem ferramentas especializadas e processos independentes para verificar o software. Muitos deles também são executados após o desenvolvimento da funcionalidade básica da aplicação.</p>
<div style='border: black solid 1px;padding: 15px;'>
<h3>Farroupilha: Unidade Móvel de Saúde estará em três comunidades &#8230; &#8211; Portal Leouve</h3>
<p>Farroupilha: Unidade Móvel de Saúde estará em três comunidades &#8230;.</p>
<p>Posted: Tue, 14 Nov 2023 16:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMifmh0dHBzOi8vbGVvdXZlLmNvbS5ici91bHRpbWFzL3VuaWRhZGUtbW92ZWwtZGUtc2F1ZGUtZXN0YXJhLWVtLXRyZXMtY29tdW5pZGFkZXMtZGUtZmFycm91cGlsaGEtbmEtc2VndW5kYS1xdWluemVuYS1kZS1ub3ZlbWJyb9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Testes de unidade reforçam paradigmas de pensamento modular e melhoram a cobertura e a qualidade dos testes. Testes de unidade automatizados ajudam a garantir que você ou seus desenvolvedores tenham mais tempo para se concentrar na codificação. O teste de unidade oferece uma série de benefícios para o desenvolvimento de software. Primeiramente, ele ajuda a identificar e corrigir erros de forma mais rápida e eficiente. Ao testar cada unidade individualmente, é possível isolar e identificar problemas específicos, facilitando a depuração  e a resolução de bugs.</p>
<p>Mesmo com frameworks de testes de unidade generativas, escrever novos testes de unidade consome uma quantidade significativa do tempo dos seus desenvolvedores. Embora os testes de unidade baseados em entrada e saída possam ser fáceis de gerar, as verificações baseadas em lógica são mais difíceis. Os desenvolvedores usam testes de unidade em vários estágios do ciclo de vida do desenvolvimento de software. Para criar testes de unidade, você pode seguir algumas técnicas básicas para garantir a cobertura de todos os casos de teste. Esse tópico é complementar ao anterior, pois é outro motivo que tem feito muitos desenvolvedores abandonarem a ideia de desenvolvimento orientado por testes. Como toda nova tecnologia, a prática do TDD leva tempo para ser absorvida, o que requer disponibilidade e empenho do programador.</p>
<p>Ou seja, quando queremos escrever testes de unidade para a classe&nbsp;Pedido, essa bateria de testes testará o funcionamento da classe&nbsp;Pedido, isolada, sem interações com outras classes. Para os interessados na automatização de software e<br />
ferramentas de automatização de processos robóticos<br />
A unidade de teste preenche um papel de apoio na viagem em direcção à hiperautomação. Como decompõe as aplicações nos componentes mais pequenos, pode identificar defeitos anteriormente despercebidos e prevenir problemas futuros antes que estes se transformem em problemas e atrasem a produção.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>O que é uma linguagem de programação e quais os tipos existem?</title>
		<link>http://www.alinaschellig.de/blog/2023/01/o-que-e-uma-linguagem-de-programacao-e-quais-os/</link>
		<comments>http://www.alinaschellig.de/blog/2023/01/o-que-e-uma-linguagem-de-programacao-e-quais-os/#comments</comments>
		<pubDate>Tue, 17 Jan 2023 14:00:15 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=3020</guid>
		<description><![CDATA[Lembre-se que a linguagem em si é apenas uma ferramenta e que a compensação também depende de outros fatores como experiência, localização, indústria e o problema específico que o software está resolvendo. Python e JavaScript são especialmente populares na indústria moderna de desenvolvimento de software devido à sua flexibilidade e à grande quantidade de frameworks [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Lembre-se que a linguagem em si é apenas uma ferramenta e que a compensação também depende de outros fatores como  experiência, localização, indústria e o problema específico que o software está resolvendo. Python e JavaScript são especialmente populares na indústria moderna de desenvolvimento de software devido à sua flexibilidade e à grande quantidade de frameworks e bibliotecas disponíveis. TypeScript é amplamente utilizado em projetos de grande escala onde a verificação de tipos em tempo de compilação ajudando a encontrar erros antes da execução.</p>
<h2>Definições[editar editar código-fonte]</h2>
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width="304px" alt="o que é linguagem de programação"/></p>
<p>Acredito no potencial do conhecimento como agente de mudança pessoal e social. Atuo como instrutora na Escola de Programação da Alura e, fora da tela preta, me dedico ao Kung Fu e a nerdices em geral. O programa não gerou erros, pois o JavaScript fez uma conversão implícita do valor 10 de número para string, para então concatenar com a string ”10”. Essa é uma característica de linguagens com tipagem “fraca”, como o JavaScript e o PHP. O tipo, que será recebido pelos parâmetros da função, será definido durante a execução do programa.</p>
<h2>Código-fonte</h2>
<ul>
<li>Isso ocorre porque o processo de traduzir o código em tempo de execução aumenta o tempo do processo, podendo fazer com que o programa seja, em geral, mais lento.</li>
<li>O HTML é aplicado para criar os códigos e apresentar a estrutura dos dados.</li>
<li>Essas comunidades oferecem suporte contínuo, o que é crucial para iniciantes.</li>
<li>Python, por exemplo, pode ser executado como um programa compilado ou como uma linguagem interpretada em modo interativo.</li>
<li>Já os interpretadores fazem isso aos poucos, linha por linha, à medida que as operações são executadas.</li>
</ul>
<p>A linguagem Delphi foi muito usada para criar programas no Windows e softwares desktop, mas também sites na web, aplicativos de aprendizado de máquina e apps móveis. Java e C# são linguagens de uso geral que são amplamente usadas no desenvolvimento de software empresarial. Java é a linguagem padrão para desenvolvimento de aplicativos Android, enquanto C# é comumente usado com o Unity para desenvolvimento de jogos. Esperamos que você tenha conseguido entender <a href="https://www.horabrasil.com.br/2024/05/14/desenvolvimento-web-entre-a-programacao-e-criatividade/">curso de desenvolvimento web</a> e os conceitos básicos por trás disso para que você possa elevar seus estudos a outros patamares! Continue estudando e certifique-se de escolher uma linguagem de programação que seja compatível com seus planos dentro da área de tecnologia.</p>
<div style='text-align:center'><iframe width='566' height='314' src='https://www.youtube.com/embed/oBf3Gm4r9Cc' frameborder='0' alt='o que é linguagem de programação' allowfullscreen></iframe></div>
<h2>Linguagens Compiladas</h2>
<p>Um caminhão pode ser mais eficiente ao mover objetos pesados do  que uma motocicleta, não é verdade? Mas, de uma forma geral, todos os meios <a href="https://www.horabrasil.com.br/2024/05/14/desenvolvimento-web-entre-a-programacao-e-criatividade/">https://www.horabrasil.com.br/2024/05/14/desenvolvimento-web-entre-a-programacao-e-criatividade/</a> de transporte podem realizar essas tarefas. Lembre-se, o mais importante é manter um espírito de curiosidade e um amor pelo aprendizado.</p>
<h2>Tipos de linguagem de programação</h2>
<p>Neste vasto grupo de opções, a escolha da linguagem pode considerar sim a paixão, mas precisa também considerar critérios técnicos, o domínio do negócio, a arquitetura planejada e a empatia dos times. A sequência do tema elenca como lidar com essas questões de forma madura e consciente. Cada linguagem tem seu tipo definido baseado no quão próxima ela é da linguagem de máquina. Essas operações eram muito cansativas, e os engenheiros logo começaram a desenvolver tecnologias para facilitar a programação. Nomes como John Von Neumann são lembrados até hoje por serem pioneiros no assunto. Esses 6 exemplos são apenas algumas das linguagens mais populares, mas há muito mais, isso porque cada uma funciona de maneira diferente.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="o que é linguagem de programação"/></p>
<h2>Ver também[editar editar código-fonte]</h2>
<div style='text-align:center'><iframe width='568' height='313' src='https://www.youtube.com/embed/9tFmklPl3oo' frameborder='0' alt='o que é linguagem de programação' allowfullscreen></iframe></div>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Os 5 Passos Para Iniciar Sua Carreira Como Analista de Dados Data Science Academy</title>
		<link>http://www.alinaschellig.de/blog/2021/04/os-5-passos-para-iniciar-sua-carreira-como/</link>
		<comments>http://www.alinaschellig.de/blog/2021/04/os-5-passos-para-iniciar-sua-carreira-como/#comments</comments>
		<pubDate>Mon, 05 Apr 2021 11:18:23 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=2673</guid>
		<description><![CDATA[Durante o processo de análise, o analista de dados utiliza ferramentas e linguagens de programação, como Python, R, SQL e Excel, para manipular e visualizar os dados. Eles desenvolvem modelos estatísticos e algoritmos para realizar previsões, segmentações e análises de regressão, entre outros. Também podem criar gráficos, dashboards e https://rafaelzzyu34445.bcbloggers.com/26043360/curso-cientista-de-dados-com-horário-flexível-plataforma-própria-e-garantia-de-emprego relatórios interativos para comunicar os [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Durante o processo de análise, o analista de dados utiliza ferramentas e linguagens de programação, como Python, R, SQL e Excel, para manipular e visualizar os dados. Eles desenvolvem modelos estatísticos e algoritmos para realizar previsões, segmentações e análises de regressão, entre outros. Também  podem criar gráficos, dashboards e <a href="https://rafaelzzyu34445.bcbloggers.com/26043360/curso-cientista-de-dados-com-horário-flexível-plataforma-própria-e-garantia-de-emprego">https://rafaelzzyu34445.bcbloggers.com/26043360/curso-cientista-de-dados-com-horário-flexível-plataforma-própria-e-garantia-de-emprego</a> relatórios interativos para comunicar os resultados de maneira clara e compreensível. Um analista de dados trabalha de forma sistemática e eficiente para extrair informações valiosas de conjuntos de dados complexos. Primeiramente, eles colaboram com as partes interessadas para entender as necessidades e objetivos da análise de dados.</p>
<h2>Os cursos incluem projetos práticos?</h2>
<p>Os Analistas de Dados também precisam ser capazes de usar essas visualizações para apresentar suas descobertas. Essas habilidades de comunicação podem vir naturalmente para <a href="https://anotepad.com/notes/bbj4bais">https://anotepad.com/notes/bbj4bais</a> você, mas se não, você pode melhorar com a prática. Comece pequeno, se necessário, fazendo apresentações para um único amigo, por exemplo, antes de passar para os colegas.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="curso para analista de dados"/></p>
<p>Este recurso será utilizado pelas seccionais para avaliar a idoneidade moral de novos advogados durante o processo de inscrição, bem como para solicitações de inscrições suplementares. Por fim, a proposta contempla a inclusão de uma parcela do faturamento das empresas que atuam no desenvolvimento de sistemas de inteligência artificial no orçamento do FNDCT. Se você possui uma agenda lotada ou prefere aprender no seu próprio ritmo, considere cursos online que ofereçam flexibilidade de horários. O curso básico e gratuito de Ciência de Dados da Hashtag Programação é para quem deseja entender e se aprofundar na área. A carga horária do curso é de 20 horas e ao concluí-lo, você receberá um certificado emitido pela Escola Nacional de Administração Pública (ENAP).</p>
<h2>Gurumê e Senac RJ: nos juntamos para promover capacitação profissional</h2>
<p>A carreira em análise de dados oferece múltiplos caminhos de progressão, incluindo liderança e especialização. Escolha um tópico em que você esteja realmente interessado, faça uma pergunta sobre ele e tente responder a essa pergunta com dados. Documente sua jornada e apresente suas descobertas – lindamente visualizadas – com uma explicação clara de seu processo, destacando suas habilidades de dados técnicos e criatividade. Se você está se perguntando como se tornar um Analista de Dados sem nenhuma experiência de trabalho na área, seu primeiro passo é adquirir as habilidades de análise de dados; e, então, você pode demonstrá-las publicamente. – Criar documentação apropriada que permita que as partes interessadas entendam as etapas do processo de análise de dados e dupliquem ou repliquem a análise, se necessário.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="curso para analista de dados"/></p>
<p>Isso envolve uma comunicação clara e precisa para garantir que as expectativas sejam definidas corretamente. Este curso é ideal para aqueles que querem fazer um programa de MBA, mas também pode ser usado por qualquer indivíduo que queira aprender sobre análise de dados. Ele equipará os alunos com <a href="https://zenwriting.net/guitardesire59/search-engine-optimization-and-the-best-tips-available-today-5zm1">https://zenwriting.net/guitardesire59/search-engine-optimization-and-the-best-tips-available-today-5zm1</a> habilidades  para analisar os dados que eles encontram no seu dia-a-dia e como ele contribui para o sucesso, especialmente em um ambiente de negócios. Este curso é voltado para iniciantes, portanto não há necessidade de se preocupar se você não tiver nenhum conhecimento prévio sobre o tópico.</p>
<h2>Escola: Datacamp</h2>
<p>Essa é a principal maneira de entender o uso de ferramentas e técnicas, quando usar essas ferramentas e em que tipo de dados aplicar as técnicas corretas. Esses materiais oferecem uma boa base de fundamentos, ensinam a utilizar as principais ferramentas na prática e podem até mesmo ensinar as linguagens de programação usadas no setor. Durante as aulas os estudantes irão aprender como o conjunto de ferramentas e serviços Power BI são usados por analistas de dados para contar histórias convincentes através de relatórios e dashboards. Esse curso foi desenvolvido com o objetivo de ensinar a fazer a análise de dados usando o Python, entendendo e resolvendo problemas complexos. Tanto que profissionais proficientes com a linguagem de programação encontram diversas oportunidades de trabalho, por serem muito requisitados.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.alinaschellig.de/blog/2021/04/os-5-passos-para-iniciar-sua-carreira-como/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Como se tornar cientista de dados: veja o passo a passo</title>
		<link>http://www.alinaschellig.de/blog/2021/03/como-se-tornar-cientista-de-dados-veja-o-passo-a/</link>
		<comments>http://www.alinaschellig.de/blog/2021/03/como-se-tornar-cientista-de-dados-veja-o-passo-a/#comments</comments>
		<pubDate>Mon, 29 Mar 2021 16:52:00 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=2697</guid>
		<description><![CDATA[Além disso, um cientista de dados também é responsável por visualizar os resultados de forma clara e compreensível. Eles criam gráficos, relatórios e painéis interativos para comunicar os insights derivados dos dados, facilitando a tomada de decisões estratégicas pelos stakeholders. Se o cientista de dados https://pordentrodeminas.com.br/noticias/gerais/2024/04/analista-de-qa-tecnologias-ferramentas-e-qual-curso-escolher/ ocupa um cargo de gestão, terá uma remuneração maior. [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Além disso, um cientista de dados também é responsável por visualizar os resultados de forma clara e compreensível. Eles criam gráficos, relatórios e painéis interativos para comunicar os insights derivados dos dados, facilitando a tomada de decisões estratégicas pelos stakeholders. Se o cientista de dados <a href="https://pordentrodeminas.com.br/noticias/gerais/2024/04/analista-de-qa-tecnologias-ferramentas-e-qual-curso-escolher/">https://pordentrodeminas.com.br/noticias/gerais/2024/04/analista-de-qa-tecnologias-ferramentas-e-qual-curso-escolher/</a> ocupa um cargo de gestão, terá uma remuneração maior. Por isso o profissional de tecnologia precisa ficar atento ao negócio como um todo, e não apenas aos dados. O profissional tem um papel essencial na inteligência do negócio, pois é ele que faz com que os dados conversem entre si e ganhem valor agregado.</p>
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<p>Segundo um estudo da IBM, 80% das pessoas cientistas de dados passam a maior parte do tempo encontrando, organizando e tratando dados, ao passo que apenas 20% delas fazem análises. Então, a pessoa coleta os dados, a partir de bases históricas internas ou bases externas. Logo depois, grande parte do trabalho de Data Science envolve a limpeza e o pré-processamento desses dados para que seja possível padronizá-los e gerenciá-los de alguma forma. Neste texto, queremos ajudar a esclarecer essas dúvidas, dando um panorama da área para que você entenda como começar como cientista de dados. Sim, desde que domine as técnicas de análise de dados e modelagem preditiva.</p>
<h2>Artigos relacionados</h2>
<p>Enquanto a teoria é importante para entender os conceitos e princípios subjacentes da ciência de dados, a prática é onde você realmente consolida seu aprendizado e desenvolve sua proficiência. Aplicar o que você aprendeu em projetos do mundo real é crucial para se tornar um cientista de dados eficaz. A ciência de dados é um campo em rápido crescimento,  amplamente impulsionado pela expansão do big data.</p>
<p>Há algum tempo era suficiente para uma companhia processar seus próprios dados e obter as informações desejadas para a tomada de decisão. Afinal, o mundo dos dados vem sofrendo uma grande transformação nos últimos anos e essa mudança diz respeito, principalmente, à quantidade, variedade e formato dos dados com que temos que lidar. O estágio é o primeiro contato com o mercado de trabalho na vida de muitas pessoas, se&#8230; Quanto antes você entender isso, mais proveitosa será a sua jornada de formação e experiência nessa área. A experiência prática e o networking na área da Ciência de Dados tornará sua jornada mais enriquecedora, única e proveitosa.</p>
<h2>O caminho acadêmico para se tornar um cientista de dados</h2>
<p>Aprenda, faça, erre, faça novamente e quando você menos esperar, você vai ser capaz de analisar dados e contribuir para a empresa onde trabalha ou para seu próprio negócio. Primeiro, os profissionais de Business Intelligence sempre tiverem  este requerimento, conhecer bem uma área de negócio, a fim de coletar os KPI’s (indicadores) e com isso prover soluções de BI que atendessem as necessidades do cliente. Isso não mudou, o que mudou foi a forma como a análise é feita, uma <a href="https://circuitodenoticias.com.br/10847/ciencia-de-dados-as-vantagens-em-se-fazer-um-bootcamp">curso de cientista de dados</a> vez que o Big Data entrou na equação. Em segundo, dada a amplitude de projetos de Data Science e Big Data, dificilmente haverá um único profissional atuando e sim uma equipe de Data Science, normalmente liderada pelo Cientista de Dados. E no Data Science Team, diferentes perfis irão atuar, como por exemplo especialistas em segmentos de negócio. Conhecimentos de Estatística e Matemática fazem parte do pacote essencial para quem pretende trabalhar como Cientista de Dados.</p>
<div style='text-align:center'><iframe width='564' height='311' src='https://www.youtube.com/embed/TTUlJlTINzI' frameborder='0' alt='como ser cientista de dados' allowfullscreen></iframe></div>
<p>Você provavelmente usa algoritmos de aprendizado várias vezes por dia sem saber. Sempre que você usa um site de busca como “Google” ou “Bing“, uma das razões para funcionarem tão bem é um algoritmo de aprendizado. Um algoritmo implementado pelo “Google” aprendeu a classificar páginas web. Toda vez que você usa o aplicativo para “marcar” pessoas nas fotos do “Facebook” e ele reconhece as fotos de seus amigos, isto também é Machine Learning. Toda vez que o filtro de spam do seu email filtra toneladas de mensagens indesejadas, isto também é um algoritmo de aprendizado. É importante conseguir mostrar em que tipos de problema você trabalhou e que técnicas usou.</p>
<h2>dicas essenciais para se tornar uma pessoa cientista de dados</h2>
<p>Por mais que estatística seja uma base da Ciência de Dados, é possível se tornar especialista nessa disciplina e ganhar reconhecimento pela força nessa área. A pessoa cientista de dados com foco em estatística consegue desenvolver modelos de análise mais robustos, além de aplicar teorias e modelagens para fazer previsões. Ninguém melhor que o profissional que faz a análise, desde a coleta, limpeza e armazenamento dos dados, até a aplicação de modelos estatísticos, para explicar seus resultados.</p>
<p>O principal objetivo da Ciência de Dados é resolver os problemas do negócio. Os bancos de dados são programas projetados para tratar grandes quantidades de dados (Big Data). Além dessas qualidades, é preciso ter conhecimento sólido em algumas áreas. À medida que ganha confiança, você pode começar a explorar técnicas de aprendizado não supervisionado, como clustering e redução de dimensionalidade. Esteja aberto a desafios e nunca se acomode, pois é dessa forma que verdadeiros avanços acontecem e que seu valor como cientista de dados se multiplica. Participe de eventos e conferências, interaja com outros profissionais da área e esteja presente em comunidades online relacionadas à Ciência de Dados para se manter atualizado e abrir portas para oportunidades de trabalho.</p>
]]></content:encoded>
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		<item>
		<title>Curso Online Análise de dados: cálculos, padrões e estratégias com Excel</title>
		<link>http://www.alinaschellig.de/blog/2021/03/curso-online-analise-de-dados-calculos-padroes-e/</link>
		<comments>http://www.alinaschellig.de/blog/2021/03/curso-online-analise-de-dados-calculos-padroes-e/#comments</comments>
		<pubDate>Mon, 15 Mar 2021 08:14:48 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=2686</guid>
		<description><![CDATA[Cursos flexíveis e time de mentores com profissionais de empresas como Disney, Nubank e iFood. Aprenda a realizar análises estatísticas, implementar dashboards e visualizações de dados, a gerar insights quantitativos e reportá-los por meio de data storytelling por meio de Python, SQL, Pandas, Power BI e muito mais. Um analista de dados precisa ter habilidades [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Cursos flexíveis e time de mentores com profissionais de empresas como Disney, Nubank e iFood. Aprenda a realizar análises estatísticas, implementar dashboards e visualizações de dados, a gerar insights quantitativos e reportá-los por meio de data storytelling por meio de Python, SQL, Pandas, Power BI e muito mais.  Um analista de dados precisa ter habilidades analíticas sólidas para identificar problemas, formular hipóteses, coletar e analisar dados relevantes, e tirar conclusões embasadas. O pensamento crítico e a capacidade de resolver problemas são fundamentais para o sucesso nessa área. Passar pelos processos de seleção pode ajudar a entender o que empresas têm valorizado mais nos profissionais, receber feedbacks e identificar setores no qual teria mais interesse de trabalhar.</p>
<div style='text-align:center'><iframe width='565' height='317' src='https://www.youtube.com/embed/0R6cD-4aRSA' frameborder='0' alt='curso análise de dados' allowfullscreen></iframe></div>
<p>Cursos de estatística fornecem os conhecimentos necessários para realizar análises  estatísticas e interpretar os resultados corretamente. É fundamental ter habilidade no uso de ferramentas de análise de dados, como SQL, Python, R e Excel. Essas ferramentas permitem a coleta, manipulação e análise de grandes conjuntos de dados, além de facilitar a visualização e apresentação dos resultados. A proposta desse curso de análise de dados é ensinar a usar essa ferramenta na prática, começando do básico e indo até os conhecimentos mais avançados. Prepare-se para uma nova carreira em Análise de Dados e aprenda sobre o ciclo de vida dos dados.</p>
<h2>Visualização de Dados</h2>
<p>Como parte do Google Workspace, oferece recursos de colaboração em tempo real, o que o torna ideal para equipes que trabalham remotamente. O Google Sheets também suporta integrações com outras ferramentas do Google, como o Google Analytics e o Google Data Studio. Aprenda como tratar os dados, criar as tabelas dinamicas e gerar análises surpreendentes na ferramenta mais requisitada do pacote office.</p>
<p>Esse conhecimento profundo facilita a criação de campanhas de marketing mais personalizadas e eficazes, aumentando a relevância das mensagens para cada segmento de público-alvo. À medida que avançamos para um futuro ainda mais orientado por dados, a capacidade de analisar e interpretar grandes volumes de dados rapidamente e com precisão será cada vez mais crítica para o sucesso das organizações. Separamos algumas estratégias que impactam diferentes <a href="https://www.sutori.com/en/user/dfg-dfgfdg-ccc6">https://www.sutori.com/en/user/dfg-dfgfdg-ccc6</a> setores com a utilização de Data Analytics. Você aprenderá práticas, processos, desenvolverá as principais habilidades analíticas, aprenderá como visualizar dados em painéis gerenciáveis e muito mais. O curso de Introdução à Análise de Dados da Fundação Bradesco é perfeito para começarmos nossa lista. O curso conta com oito módulos e te ensinará sobre as principais atribuições, habilidades, tarefas e processos que um análise de dados deve saber.</p>
<h2>Começando com Data Science</h2>
<p>Vale ressaltar que o domínio sobre as ferramentas básicas de análise de dados é fundamental para os profissionais da área. Essa é a principal maneira de entender o uso de ferramentas e técnicas, quando usar essas ferramentas e em que tipo de dados aplicar as técnicas corretas. O primeiro passo de quem deseja entrar nessa área é aprender tudo o que puder sobre a análise de dados e suas ferramentas. Apesar de oferecer um conteúdo muito interessante, o curso está disponível apenas em inglês e é <a href="https://www.scoop.it/u/tumpa54dfg">https://www.scoop.it/u/tumpa54dfg</a> recomendado que os alunos já estejam familiarizados com os conceitos de machine learning. As aulas irão ajudar a dominar as habilidades necessárias para se tornar um data scientist, trabalhando em projetos diversificados e aprendendo sobre experimentos de design, data pipelines e muito mais. Durante as aulas os estudantes irão aprender como o conjunto de ferramentas e serviços Power BI são usados por analistas de dados para contar histórias convincentes através de relatórios e dashboards.</p>
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" width="305px" alt="curso análise de dados"/></p>
<p>O SAS abriu quatro cursos para capacitação gratuita de profissionais interessados em ingressar na área de analytics. Não é necessário qualquer tipo de conhecimento prévio em tecnologia para participar. Afinal com bibliotecas como Pandas e Matplotlib, é possível realizar análises de dados avançadas e criar <a href="https://www.indiegogo.com/individuals/37455880">https://www.indiegogo.com/individuals/37455880</a> visualizações personalizadas. Python é uma linguagem popular entre os cientistas de dados devido à sua versatilidade e vasta gama de bibliotecas disponíveis. O Tableau Public é uma plataforma de visualização de dados que permite criar visualizações interativas e compartilhá-las online gratuitamente.</p>
<h2>Projeto final de Data Analytics do Google: conclua um estudo de caso</h2>
<p>Na era da informação em que vivemos, a capacidade de uma empresa de ser orientada por dados (data-driven) tornou-se um pilar fundamental para o sucesso. No entanto, a transição para uma cultura totalmente embasada em dados representa um desafio significativo para muitas organizações. Isso não se deve apenas à necessidade de infraestrutura tecnológica adequada, mas também à mudança cultural que isso implica. As empresas enfrentam a tarefa de não apenas coletar e analisar grandes volumes de dados, mas também de interpretar essas informações de forma a gerar insights acionáveis para a tomada de decisões estratégicas. A cultura de inovação é fundamental para o sucesso na adoção de novas tecnologias, incluindo a análise de dados.</p>
<ul>
<li>Ser aprovado em todos os cursos relacionados à trilha e realizar todos os cursos relacionados dentro de um prazo de 365 dias a contar da data de inscrição no primeiro curso até a data de inscrição no último curso.</li>
<li>Analisa dados históricos para encontrar causas ou correlações para eventos específicos, permitindo uma compreensão mais profunda dos problemas.</li>
<li>A área de análise de dados é uma das mais proeminentes da Tecnologia da Informação.</li>
<li>Prepare-se para uma nova carreira na área de análise de dados, sem necessidade de experiência ou graduação.</li>
<li>Entre no universo da programação em Python e aprenda essa linguagem poderosa que é utilizada em análise de dados e automação.</li>
<li>Vai compreender como visualizar dados e comunicar resultados através de gráficos.</li>
</ul>
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		<title>Cientista de dados: saiba tudo sobre a profissão</title>
		<link>http://www.alinaschellig.de/blog/2021/01/cientista-de-dados-saiba-tudo-sobre-a-profissao/</link>
		<comments>http://www.alinaschellig.de/blog/2021/01/cientista-de-dados-saiba-tudo-sobre-a-profissao/#comments</comments>
		<pubDate>Thu, 28 Jan 2021 16:51:09 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Bootcamp de programação]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=2803</guid>
		<description><![CDATA[Isso deve ser levado em conta na hora de contratar esse profissional, já que, talvez, ele não seja exatamente o que a sua empresa precisa. Ademais de se debruçarem sobre estatísticas avançadas, eles conhecem e dominam diferentes linguagens de programação e ainda têm a visão sobre todas as áreas do negócio. Para quem está buscando [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Isso deve ser levado em conta na hora de contratar esse profissional, já que, talvez, ele não seja exatamente o que a sua empresa precisa. Ademais de se debruçarem sobre estatísticas avançadas, eles conhecem e dominam diferentes linguagens de programação e ainda têm a visão sobre todas as áreas do negócio. Para quem está buscando saber  como se tornar cientista de dados, é importante lembrar que é possível entrar na área sem ter todos esses conhecimentos completamente desenvolvidos. A pessoa cientista de dados também cuida da visualização dos insights encontrados e do compartilhamento desses achados para outras pessoas em uma linguagem compreensível. É dever dessa pessoa cuidar do deploy do modelo ou algoritmo de análise para que ele seja utilizado no dia a dia, como parte de outra aplicação.</p>
<ul>
<li>Um cientista de dados costuma trabalhar com um time de Ciência de Dados na empresa.</li>
<li>As técnicas de Ciência de Dados permitem que os engenheiros analisem esses dados em tempo real, identificando padrões, anomalias e problemas potenciais antes que se transformem em problemas críticos.</li>
<li>O analista de dados pega esses dados brutos já tratados e os transforma em informação.</li>
<li>Recentemente, a USP de São Carlos incluiu no seu portfólio o curso de Estatística e Ciência de Dados (bacharelado).</li>
<li>E, claro, nada impede que um Engenheiro Químico se torne Cientista de Dados ao desenvolver as habilidades analíticas necessárias.</li>
</ul>
<p>É importante ter a capacidade de desenvolver modelos para estruturar a relação entre os dados e implementá-los com uma linguagem. O conhecimento desenvolvido sobre Data Science aplicado a aquele modelo de negócio molda profissionais experts em uma vertical. Esse perfil de data scientist se torna muito valioso no mercado, na medida em que novas empresas de um mesmo segmento surgem e passam a buscar por especialistas. Atualmente, existem várias “gerações” de cientistas de dados que entraram e saíram das mais variadas organizações, e que vêm com diferentes qualidades que podem se adequar a diferentes tipos de empresas. Tudo depende dos tipos de problemas ou projetos que são trabalhados no local, o que não significa que um tipo de cientista de dados é melhor do que o outro, mas sim do que a empresa está procurando.</p>
<h2>O que faz um cientista de dados? Conheça a profissão</h2>
<p>Embora seja uma profissão recompensadora e em alta demanda, há várias questões e desafios que os cientistas de dados enfrentam regularmente. A formação e as habilidades necessárias para ser um <a href="https://deliriumnerd.com/2024/04/22/cientistas-de-dados-empresas/">https://deliriumnerd.com/2024/04/22/cientistas-de-dados-empresas/</a> vão muito além do conhecimento técnico. Elas abarcam uma combinação de educação formal, aprendizado contínuo e desenvolvimento de competências interpessoais. A formação acadêmica para cientistas de dados frequentemente começa com uma graduação em áreas como Estatística, Matemática, Ciências da Computação ou Engenharia. No entanto, o campo é notavelmente interdisciplinar, e profissionais com formações diversas podem se tornar cientistas de dados, desde que adquiram as habilidades técnicas necessárias.</p>
<ul>
<li>Os cientistas de dados podem usar métodos de machine learning como uma ferramenta ou trabalhar em estreita colaboração com outros engenheiros de machine learning para processar dados.</li>
<li>Por isso, experts são bem-vindos, mas são ainda melhores quando conseguem manter um olhar amplo sobre todo o mercado.</li>
<li>Essa pessoa deve saber realizar investigações nos dados para extrair valor e conseguir responder às perguntas do negócio com análises aprofundadas e multifuncionais.</li>
<li>Ter um ritmo faz você manter aquele trabalho a médio-longo prazo, então a gente vê uma correlação entre você ter ritmo com um objetivo a médio-longo prazo de concluir diversos estudos.</li>
</ul>
<p>Um cientista de dados pode projetar resultados de reservas para diferentes níveis de gastos de marketing em vários canais de marketing. Essas previsões de dados dariam à empresa de reservas de voos mais confiança para tomar suas decisões de marketing. Embora a profissão ofereça muitas recompensas e oportunidades, ela também exige dedicação, aprendizado contínuo e a habilidade de navegar em um ambiente que está sempre mudando. Para aqueles que se adaptam bem a estas condições, a carreira de cientista de dados pode ser extremamente gratificante e enriquecedora. Os salários dos cientistas de dados podem variar consideravelmente, dependendo de fatores como localização geográfica, setor de atuação, nível de experiência e habilidades específicas.</p>
<h2>Você dentro do mercado</h2>
<p>Por exemplo, um serviço de reserva de voos pode registrar dados como o número de bilhetes reservados a cada dia. A análise descritiva revelará picos de reservas, quedas nas reservas <a href="https://deliriumnerd.com/2024/04/22/cientistas-de-dados-empresas/">Como os cientistas de dados podem ajudar as empresas</a> e  meses de alta performance para este serviço. Os analistas de dados geralmente focam na interpretação e apresentação de dados existentes para responder a perguntas específicas.</p>
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