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<h1 class="heading"><a href="paper.html"><span class="title">El Problema de los Números Congruentes:</span> <span class="subtitle">Controversia no concluida</span></a></h1>
<p class="byline">Rommel J. Contreras G.</p>
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<li class="link active"><a href="frontmatter-1.html" data-scroll="frontmatter-1"><span class="title">Preliminar</span></a></li>
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<main class="main"><div id="content" class="pretext-content"><section class="frontmatter" id="frontmatter-1"><h2 class="heading">
<span class="title">El Problema de los Números Congruentes:</span> <span class="subtitle">Controversia no concluida</span>
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<div class="author-name">Rommel J. Contreras G.</div>
<div class="author-info">Universidad de Oriente<br>Cumaná-Venezuela<br><a href="mailto:[email protected]">[email protected]</a>
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<div class="date">Octubre, 2020</div>
<p id="p-1">El problema de los números congruentes es uno de los problemas más antiguos de la teoría de números, siempre ha estado asociado a los lados y al área del triángulo rectángulo. Modernamente, también se ha conectado a una ecuación cúbica Diofantina que genera curvas elípticas con puntos \(\left(x,y\right) \in \mathbb{Q}\text{.}\) Esto ha permitido una serie de criterios de validación para números congruentes, pero aún se espera por un algoritmo general.</p></section></div></main>
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