Descartes contribution to scientific revolution
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In mathematics, his contribution lies chiefly in geometry that’s why today he is known as father of analytical geometry. His main achievement was to bridge the gulf between algebra and geometry. Thus he is widely acclaimed as first mathematician who laid the foundation of modern geometry that resulted in development of analysis and calculus. With regard to algebra, he explained in detail that how algebric equations can be expressed and explained through use of geometrical shapes.
He also sought to find out the systematic meaning of knowledge by application of mathematical techniques. In this way, he broke from conventional scholastic-Aristotelian philosophy that used to explain haphazardly the interrelationship between ideas. Thus, instead of following the tradition, he replaced this casual explanation of nature of things with more scientific method. He intended to reach at mechanistic rationalization of beliefs by providing a more concrete basis. This mechanistic principle is not only applied to human or animal bodies but also plants. Thus, he embarked upon a quest to engage in a scientific enquiry as contrary to his predecessors. He also changed the scholastic explanation of substantial forms in physics by his mechanistic philosophy.
Descartes also tended to apply geometric method to physics and also explained it by deductive method that results can be inferred by perceptions of geometric properties of body. As Descartes explained this
“from what has already been said we have established that all the bodies in the universe are composed of one and the same matter, which is divisible into indefinitely many parts, and is in fact divided into a large number of parts which move in different directions and have a sort of circular motion; moreover, the same quantity of motion is always preserved in the universe”
His major contribution lies in bringing forth coordinate system that also bears his name. This Cartesian coordinate system tended to explain the algebraic equations through geometrical shapes. He “invented the convention of representing unknowns in equations by x, y and z”. It was his work of calculus that was later used by Newton thus evolving a new branch of mathematics. Besides that, he also invented rule of signs to establish the positive and negative roots of polynomial.
He also sought to find out the systematic meaning of knowledge by application of mathematical techniques. In this way, he broke from conventional scholastic-Aristotelian philosophy that used to explain haphazardly the interrelationship between ideas. Thus, instead of following the tradition, he replaced this casual explanation of nature of things with more scientific method. He intended to reach at mechanistic rationalization of beliefs by providing a more concrete basis. This mechanistic principle is not only applied to human or animal bodies but also plants. Thus, he embarked upon a quest to engage in a scientific enquiry as contrary to his predecessors. He also changed the scholastic explanation of substantial forms in physics by his mechanistic philosophy.
Descartes also tended to apply geometric method to physics and also explained it by deductive method that results can be inferred by perceptions of geometric properties of body. As Descartes explained this
“from what has already been said we have established that all the bodies in the universe are composed of one and the same matter, which is divisible into indefinitely many parts, and is in fact divided into a large number of parts which move in different directions and have a sort of circular motion; moreover, the same quantity of motion is always preserved in the universe”
His major contribution lies in bringing forth coordinate system that also bears his name. This Cartesian coordinate system tended to explain the algebraic equations through geometrical shapes. He “invented the convention of representing unknowns in equations by x, y and z”. It was his work of calculus that was later used by Newton thus evolving a new branch of mathematics. Besides that, he also invented rule of signs to establish the positive and negative roots of polynomial.
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