Results 1 to 10 of about 59,990 (213)
Descartes, René. Descartes. Estudio introductorio de Cirilo Flórez Miguel. Madrid: Gredos, 2011.
Gonzalo Serrano
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On generalizing Descartes' rule of signs to hypersurfaces [PDF]
We give partial generalizations of the classical Descartes' rule of signs to multivariate polynomials (with real exponents), in the sense that we provide upper bounds on the number of connected components of the complement of a hypersurface in the ...
E. Feliu, Máté L. Telek
semanticscholar +1 more source
Elisabeth of Bohemia on the Soul
In the 1640’s Elisabeth of Bohemia and René Descartes engaged in a philosophically rich correspondence. The most well-known aspect of the correspondence begins with a question Elisabeth asks Descartes about his account of the interaction between soul and
Eric Stencil
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Combining data and theory for derivable scientific discovery with AI-Descartes
Automatic extraction of consistent governing laws from data is a challenging problem. The authors propose a method that takes as input experimental data and background theory and combines symbolic regression with logical reasoning to obtain ...
Cristina Cornelio +8 more
semanticscholar +1 more source
E se o empiricismo de Descartes não for uma piada?
Historicamente, a teoria fisiológica de Descartes da interação mente-corpo também conhecida como teoria da glândula pineal encontrou muita resistência, ridícula e, por que não, algum grau de distorção.
Wanderley Dias da Silva
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Ke Komenského spisu Pansophiae prodromus
Text: On Comenius’ Pansophiae ...
René Descartes
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Spinoza and the Reality of Time
Spinoza is often labeled a philosopher who believed that time was unreal. This article addresses Spinoza’s views on time, emphasizing that the concepts he mooted on the topic and his general conceptualization of time must be carefully examined. The paper
Çağlar Karaca
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Descartes’ idea and the representations of things [PDF]
On the basis of the analysis of relevant passages from Descartes’ writings, the article shows that Descartes’ ideas represent things in mind, but that he is not a representationalist in a Malebranchean sense: in Descartes, represented object is ...
Milidrag Predrag
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La difusión de la terminología físico astronómica en español: el caso de los turbillones de Descartes a partir de la traducción de las Conversaciones de la pluralidad de los mundos de ...
Daniel M. Sáez Rivera
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Descartes' rule of signs, Newton polygons, and polynomials over hyperfields [PDF]
We develop a theory of multiplicities of roots for polynomials over hyperfields and use this to provide a unified and conceptual proof of both Descartes' rule of signs and Newton's "polygon rule".
M. Baker, Oliver Lorscheid
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