<?xml version="1.0" encoding="utf-8"?>
<!-- generator="Joomla! - Open Source Content Management" -->
<rss version="2.0" xmlns:atom="http://www.w3.org/2005/Atom">
	<channel>
		<title>Outros - RibaFS Portal</title>
		<description><![CDATA[Servidores linux, Programação web (PHP, Joomla, CakePHP, Laravel), Programação Mobile (Phaser, PhoneGap, Monaca, Unity, etc) entre outros.]]></description>
		<link>http://backup/portal/basicos/outros.html</link>
		<lastBuildDate>Sat, 07 Sep 2019 18:51:36 -0300</lastBuildDate>
		<generator>Joomla! - Open Source Content Management</generator>
		<atom:link rel="self" type="application/rss+xml" href="http://backup/portal/basicos/outros.feed?type=rss"/>
		<language>pt-br</language>
		<item>
			<title>C, C ++ ou Java superior a Python ou C #</title>
			<link>http://backup/portal/basicos/outros/c-c-ou-java-ainda-superior-a-python-ou-c.html</link>
			<guid isPermaLink="true">http://backup/portal/basicos/outros/c-c-ou-java-ainda-superior-a-python-ou-c.html</guid>
			<description><![CDATA[<h3>Como C, C ++ ou Java ainda mantêm superioridade sobre Python ou C #</h3>

<p> Qual é a melhor linguagem de programação? Esta é provavelmente uma das perguntas mais antigas em ciência da computação, e praticamente uma obsoleta também. A razão para isso é que realmente depende do objetivo da comparação, por que você está perguntando em primeiro lugar é o que determina a resposta. No entanto, podemos determinar quais idiomas não são melhores que outros em áreas específicas. Embora seja realmente problemático dizer qual idioma tem uma vantagem sobre a outra, é muito menos problemático dizer qual não tem vantagem em determinadas áreas de comparação.<br /><br />Então, sem mais delongas, vamos ao nosso tópico, que é Por que o C # e o Python não podem substituir C, C ++, Java. Estamos definitivamente falando sobre alguns grandes nomes que estão trocando de lugar e mudando há muitos anos. vamos dar uma rápida olhada na escala de popularidade antes de passarmos à comparação.<br /><br /><strong>Escala de popularidade:</strong></p>

<p>De acordo com o September tiobe, as 10 principais linguagens de programação mais populares são as seguintes:<br />Java: 12,667 por cento<br />C: 7,382 por cento<br />C ++: 5,565 por cento<br />C #: 4.779 por cento<br />Python: 2.983 por cento<br />PHP: 2,21 por cento<br />JavaScript: 2,017 por cento<br />Visual Basic .Net: 1,982 por cento<br />Perl: 1.952 por cento<br />Rubi: 1,933 por cento<br /><br />E aqui está o ranking do Pypl, que é baseado em critérios diferentes dos do tiobe. Você pode conferir outras classificações, como a classificação do IEEE ou do GitHub, mas todas elas ficam com as mesmas ideias.<br /><br />Java: 22,4 por cento<br />Python: 17,0 por cento<br />PHP: 8,7 por cento<br />C #: 8,1 por cento<br />JavaScript: 8,0 por cento<br />C ++: 6,8 por cento<br />C: 6,1 por cento<br />R: 3,7 por cento<br />Objetivo-C: 3,5%<br />Swift: 2,9 por cento<br /><br />Existem muitos critérios que vão para a equação da popularidade, como quantos desenvolvedores / cursos / tutoriais estão por aí e assim por diante, mas essa escala de popularidade será suficiente por enquanto. Isso mostra que Java, C e C ++ têm uma comunidade muito ampla que não parece estar diminuindo antes dos recém-chegados.<br /><br /><strong>Showdown de desempenho:</strong></p>

<p>Às vezes, quando você desenvolve um software, o desempenho máximo é essencial. O desempenho difere muito de um idioma para outro, de formas que você não pode imaginar. Os idiomas de maior desempenho são linguagens compiladas. Verifique este gráfico para ver como diferentes idiomas são executados de maneira diferente nos mesmos programas. Observe como o python fica aquém do pacote quando se trata de desempenho.</p>

<p><img src="data:image/png;base64,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" /></p>

<p>Uma das coisas que tornam C e C ++ tão fortes é o gerenciamento de memória deles. A capacidade de alocar memória e poder ir um nível mais profundo e mais próximo da máquina permite que o código seja muito mais eficiente. É verdade que é uma grande responsabilidade e um grande fardo para os desenvolvedores, mas às vezes é necessário. Aplicativos pesados ​​como mecanismos de jogos são desenvolvidos principalmente usando C / C ++ e, às vezes, Java ou C #, apenas alguns usam python. Além disso, o C / C ++ pode afetar o nível de hardware do dispositivo, pois eles são idiomas de nível inferior. A maioria dos sistemas embarcados usa o C ++, e aqueles que usam o python precisam de muita otimização para corresponder ao nível de desempenho do C ++.<br /><br /> Algumas aplicações de aprendizado de máquina exigem eficiência máxima do programa, já que a arquitetura da unidade de processamento ou o algoritmo usado pode ser muito complexo, ou apenas a quantidade de cálculos a fazer é enorme. É por isso que, mesmo quando o Python é o patrono do aprendizado de máquina e da inteligência artificial, há certas áreas em que o C ++ é necessário, graças ao gerenciamento de memória e ao STL novamente.<br /><br /><strong>Digitação dinâmica do Python:</strong></p>

<p>Há muitos argumentos com e contra o nível de segurança da digitação dinâmica. Para quem não sabe a diferença entre digitação estática e dinâmica. A tipagem estática é quando as restrições de tipo são asseguradas durante o tempo de compilação, enquanto a tipagem dinâmica é quando as restrições de tipo são asseguradas durante o tempo de execução. Você pode ler mais sobre a comparação aqui. Em suma, as linguagens com tipagem estática são um pouco mais seguras, o que torna a adoção do Python em aplicativos críticos para empresas uma decisão bastante questionável.<br /><br /><strong>C # adoção fora do windows:</strong></p>

<p>Como parece, a adoção de C # fora do Windows é muito baixa. Esse é o principal fator que tem uma classificação mais baixa em todas as métricas de popularidade do que nas outras línguas de que falamos. O C # é fundamentalmente próximo de C ++ e Java, e suporta o desenvolvimento em várias plataformas, mas ainda não é um bom argumento, pelo menos para os desenvolvedores adotarem o Java ou mesmo o Python.<br /><br /><strong>Comunidades:</strong><br /><br />Embora o Python tenha uma comunidade bastante forte, graças à sua ampla adoção, o C # não é tão popular. Na verdade, é o menor dos cinco idiomas sobre os quais estamos falando. As comunidades realmente ditam uma força de idiomas. Por exemplo, o JavaScript deu um grande salto quando a comunidade contribuinte começou a lançar muitos frameworks usados ​​no desenvolvimento web. Quanto maior a comunidade, mais guias e ajuda há e, em seguida, mais pessoas são atraídas a adotar a linguagem e o ciclo continua.<br /><br /><strong>Alguém vai derrubá-los do trono?</strong><br />Muitos especialistas realmente previram que os dias de C / C ++ e Java estão contados. É só que não há um candidato adequado ainda.</p>

<hr />

<p>Por Saurabh Hooda</p>

<div style="font-family: arial, sans-serif; font-size: 12.8px;"><span style="font-size: 12.8px; color: #000000; font-family: arial, helvetica, sans-serif;">Saurabh has worked globally for telecom and finance giants in various capacities. After working for a decade in Infosys and Sapient, he started his first startup, </span>Lenro<span style="font-size: 12.8px; color: #000000; font-family: arial, helvetica, sans-serif;">, to solve a hyperlocal book-sharing problem. He is interested in the product, marketing, and analytics. His latest venture</span><span style="font-size: 12.8px; color: #000000; font-family: arial, helvetica, sans-serif;"> </span><span style="font-size: 12.8px; color: #000000; font-family: arial, helvetica, sans-serif;"><a href="https://mailtrack.io/trace/link/bdb0089c44e45ce799ee291a109c6802a9c4bcaf?url=http%3A%2F%2Fhackr.io%2F&amp;userId=2186934&amp;signature=a1f9f04f65efbaa9" target="_blank" rel="noopener noreferrer" data-saferedirecturl="https://www.google.com/url?q=https://mailtrack.io/trace/link/bdb0089c44e45ce799ee291a109c6802a9c4bcaf?url%3Dhttp%253A%252F%252Fhackr.io%252F%26userId%3D2186934%26signature%3Da1f9f04f65efbaa9&amp;source=gmail&amp;ust=1539389215430000&amp;usg=AFQjCNE5b9ovxRYjcqu4kvT2QXrZJoNn5g">Hackr.io</a> recommends the best</span><span style="font-size: 12.8px; color: #000000; font-family: arial, helvetica, sans-serif;"> </span><a style="font-size: 12.8px; font-family: arial, helvetica, sans-serif;" href="https://mailtrack.io/trace/link/c49f8dd9e8e83747007bdeada13a5135aae3df3b?url=https%3A%2F%2Fhackr.io%2Ftutorials%2Flearn-unity&amp;userId=2186934&amp;signature=ac5616e5ce19002f" target="_blank" rel="noopener noreferrer" data-saferedirecturl="https://www.google.com/url?q=https://mailtrack.io/trace/link/c49f8dd9e8e83747007bdeada13a5135aae3df3b?url%3Dhttps%253A%252F%252Fhackr.io%252Ftutorials%252Flearn-unity%26userId%3D2186934%26signature%3Dac5616e5ce19002f&amp;source=gmail&amp;ust=1539389215430000&amp;usg=AFQjCNGyv8M3hk__H2hBja6xAgi6u8N3RA">Unity tutorial</a> and <span style="color: #000000; font-family: arial, helvetica, sans-serif; font-size: 12.8px;">online programming courses</span> for<span style="color: #000000; font-family: arial, helvetica, sans-serif; font-size: 12.8px;"> every programming language. All the tutorials are submitted and voted by the programming community.</span></div>

<div style="font-family: arial, sans-serif; font-size: 12.8px;"><span style="color: #000000; font-family: arial, helvetica, sans-serif; font-size: 12.8px;"> </span></div>

<div><span style="font-family: arial, helvetica, sans-serif; font-size: 12.8px; color: #000000;">LinkedIn Profile: </span><span style="color: #000000; font-family: arial, helvetica, sans-serif;"><span style="font-size: 12.8px;"><a href="https://mailtrack.io/trace/link/14f3a7bb7d0f1bed3b8ea01c30dafb5a4072865f?url=https%3A%2F%2Fwww.linkedin.com%2Fin%2Fhoodasaurabh%2F&amp;userId=2186934&amp;signature=275066d05c4b86a3" target="_blank" rel="noopener noreferrer" data-saferedirecturl="https://www.google.com/url?q=https://mailtrack.io/trace/link/14f3a7bb7d0f1bed3b8ea01c30dafb5a4072865f?url%3Dhttps%253A%252F%252Fwww.linkedin.com%252Fin%252Fhoodasaurabh%252F%26userId%3D2186934%26signature%3D275066d05c4b86a3&amp;source=gmail&amp;ust=1539389215430000&amp;usg=AFQjCNE9l-_5UtjxmXIybC9Ez1wLbrc2kQ">https://www.linkedin.<wbr />com/in/hoodasaurabh/</a></span></span></div>]]></description>
			<category>Outros</category>
			<pubDate>Tue, 09 Oct 2018 09:53:00 -0300</pubDate>
		</item>
	</channel>
</rss>
