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Rene descartes mathematics author short essay
Rene descartes mathematics author short essay
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The theory of Geocentrism states that all planets as well as the Sun orbit the Earth. Even though we see the sun move across the sky and it feels as if the earth stands still I believe in Helocentrism; the theory that the Earth orbits the Sun. Due to the early natural philosophical assumptions of Isaac Newton, Francis Bacon, and Rene Descartes I reject the theory of Geocentrism.
Rene Descartes uses logic and mathematics to convince me that the theory of Geocentrism is incorrect. In his Discourse, he expresses the perfection of math when he writes, “I found mathematics especially delightful because of the certainty and clarity of its reasoning. But I did not yet notice its true use. Thinking it was practical only in the mechanical arts, I was
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Descartes explains that math is one of the only perfect things in the world. Math has a solid foundation, and there certainty in every question. Descartes has a huge influence in the Cartesian coordinate system, which “allows to take reference points in space in a set of numbers”. One reason why I reject Geocentrism is because of the Cartesian coordinate system. Scientists have used this to understand and plot Earth’s elliptical orbit in a mathematical sense. Descartes did not trust anyone he didn’t even trust himself. This caused him to fall in love with math and physics, because of the certainty and truth in the principles. In his Discourse, he explains, “For my notions had made me see that it is possible to reach understandings which are extremely useful for life, and that instead of the speculative philosophy which is taught in the schools, we can find a practical philosophy by which, through understanding the force and actions of fire, air, stars, heavens, and all the other bodies which surround us” (Part 6). Explaining how life is more than the mind and soul, Descartes provides society with the beginning of the laws of nature as well as an introduction of planetary motion. Using his newly acquired knowledge he shows us that …show more content…
The inductive method requires an organized procedure to investigate all natural things. In the Novum Organum, Bacon discusses this topic when he writes, “Neither the naked hand nor the understanding left to itself can effect much. It is by the instruments and helps that the work is done, which are as much wanted for the understanding as for the hand. And as the instruments of the hand either give motion or guide it, so the instruments of the mind supply either suggestions for the understandings or cautions” (27). Bacon explains what the hands and tools of the world can achieve the mind is the power behind it all. Bacon is correct, no matter what machines and our hands can do, our mind controls the outcome of our thoughts. Another reason why I reject the theory of Geocentrism is even though we see the sun move across the sky, satellite videos have now given us plenty of data to prove that the Earth orbits the sun. As humans we must understand that not everything we see is how it exists in nature. In the Trials of Modernity, Bacon writes, “Scientific understanding can only come from the careful and ongoing observation of specific occurrences” (27). Bacon explains consistent data that returns the same answer is key to understanding all things. With technology we can gather more data than ever before. This data can be tested, manipulated, and changed to test if we get the same results. Technology has more
...nection with Descartes’ physics, God is the first cause of motion, and the sustainer of motion in the world. Furthermore, because of the way he sustains motion, God constitutes the ground of the laws of motion. Finally, Descartes held that God is the creator of the so-called eternal truths. In a series of letters in 1630, Descartes enunciated the view that ‘the mathematical truths which you call eternal have been laid down by God and depend on Him entirely no less than the rest of His creatures’ (letter to Mersenne, 15 April 1630; Descartes 1984–91 vol 3: 23), a view that Descartes seems to have held into his mature years. While it never again gets the prominence it had in 1630, it is clearly present both in correspondence (for example, letter to Arnauld, 29 July 1648; Descartes 1984–91 vol 3: 358–9) and in published writings (for example, in the Sixth Responses ).
...ircle may have had a solid foundation and belief. However, I just gave you, with supporting evidence, my view of why the Cartesian circle is wrong and why I believe that Descartes was trying to make the point that God must exist in order for him or us to even have the clear and distinct perception to dwell on the idea of God, an idea that only God himself created. I hope this solves the issue of the Cartesian circle and hopefully strengthens Descartes argument of how the circle is false and he was maybe just misunderstood. My claim will stand that the Cartesian circle was just a big misunderstanding, and Descartes, by no means, interacted with the belief and structure of this falsified circle.
In his work, Meditations on First Philosophy, Descartes narrates the search for certainty in order to recreate all knowledge. He begins with “radical doubt.” He asks a simple question “Is there any one thing of which we can be absolutely certain?” that provides the main question of his analysis. Proceeding forward, he states that the ground of his foundation is the self – evident knowledge of the “thinking thing,” which he himself is. Moving up the tower of certainty, he focuses on those ideas that can be supported by his original foundation. In such a way, Descartes’s goal is to establish all of human knowledge of firm foundations. Thus, Descartes gains this knowledge from the natural light by using it to reference his main claims, specifically
Descartes knows that with the mathematical theory everything in the mind is self-evident. However, the more outside of the mind something is the greater the challenge it is to know something is self-evident then when it is visibly seen, and out of the mind. This is what he is explaining when he says “I readily discover that there is nothing more easily or clearly apprehended than my own mind” (Descartes 83). This stems his idea to create the mathematical superstructure. To think about something quantifiably is think of something
RENÉ DESCARTES by career being a Mathematician carried his interest of entering into the philosophy realm. At a very young stage, he decided that nature is to be explained with certainty as Mathematics. Mathematics in itself is very numerical, where the nature cannot be expressed numerically but is bound in a neat and clear cut way. Thus, his philosophy about everything in nature is very mechanical and machine-like.
Rene Descartes Once upon a time we were told that the earth was the center of the universe. The sun, moon, and all planets, even the unknown, were all revolving around our planet. We now look at that statement and wonder in amazement how our species could have pondered such a thought. Through advanced mathematics and persistently working to prove his theory, Rene Descartes transformed yet another one of these worldly assumptions and proved it all wrong. Rene Descartes Method of Doubt was simply his mathematical method of discovering the unanswered questions about the universe.
In 1543 Nicholas Copernicus, a Polish Canon, published “On the Revolution of the Celestial Orbs”. The popular view is that Copernicus discovered that the earth revolves around the sun. The notion is as old as the ancient Greeks however. This work was entrusted by Copernicus to Osiander, a staunch Protestant who though the book would most likely be condemned and, as a result, the book would be condemned. Osiander therefore wrote a preface to the book, in which heliocentrism was presented only as a theory which would account for the movements of the planets more simply than geocentrism did, one that was not meant to be a definitive description of the heavens--something Copernicus did not intend. The preface was unsigned, and everyone took it to be the author’s. That Copernicus believed the helioocentric theory to be a true description of reality went largely unnoticed. In addition to the preface, this was partly because he still made reassuring use of Ptolemy's cycles and epicycles; he also borrowed from Aristotle the notion that the planets must move in circles because that is the only perfect form of motion.
...s" and the "Father of Modern Rationalism." His system of deductive reasoning has been adapted to almost every field of study. His major contributions to the field of math were the Cartesian coordinate system, the exponent, and the development of analytical geometry. His major contributions to the field of philosophy were the "cogito," the system of doubt, and the classical ontological proof of God. Descartes has influenced thought throughout the ages. His works, especially Meditations, Geometry, and his Discourse on Method have become classics. Rene Descartes, although he died at the premature age of 54, was a great mathematician and philosopher well disciplined in all genres. He will always be best remembered for proving his own existence by the statement, "I think, therefore I am."
In conclusion, Descartes efforts in changing the traditional way of learning where not so successful, but because he had such unique ways of thinking he was considered the father of modern philosophy. I think because of his confusing thoughts of doubting everything even thing that may be 100% correct to still doubt it and then saying to forget get all about the doubting to prove that (i.e. God) something is really. I personally do not think this is a logical when of learning.
Descartes believed that science should be rested on solid foundations. But, these foundations should come from the mind and not from our senses, since we can be deceived by our senses. “Above all I enjoyed mathematics, because of the certainty and self evidence of its reasonings, but I did not yet see its true use and, thinking that it was only useful only for the mechanical arts, I was astonished that on such firm and solid foundations nothing more exalted had been built, while on the other hand I compared the moral writings of the ancient pagans to the most proud and magnificent palaces built on nothing but sand and mud.”(31). So he decided to use similar principal like the one in mathematics to find and establish truth in all sciences.
Rene Descartes, a 17th century French philosopher believed that the origin of knowledge comes from within the mind, a single indisputable fact to build on that can be gained through individual reflection. His Discourse on Method (1637) and Meditations (1641) contain his important philosophical theories. Intending to extend mathematical method to all areas of human knowledge, Descartes discarded the authoritarian systems of the scholastic philosophers and began with universal doubt. Only one thing cannot be doubted: doubt itself. Therefore, the doubter must exist. This is the kernel of his famous assertion Cogito, ergo sum (I am thinking, therefore I am existing). From this certainty Descartes expanded knowledge, step by step, to admit the existence of God (as the first cause) and the reality of the physical world, which he held to be mechanistic and entirely divorced from the mind; the only connection between the two is the intervention of God.
In 1513, Nicholas Copernicus, composed a brief theory that stated that the sun is at rest and the earth is in rotation around the sun. In 1543, just days before his death, Copernicus published this theory in On the Revolutions of the Heavenly Spheres. This theory was meant to dissolve the long lived belief in Ptolemyís theory which stated, "The earth was at the center because it was the heaviest of objects(Kagan331)." This was a common belief at that time, which supported the religious beliefs that the earth was the center of the universe and God in the heavens were surrounding the earth. Copernicusís theory was shocking, but he published such a controversial theory without sufficient evidence, it had to be considered invalid.
Descartes' philosophy was an attempt to create a genuine foundation upon which further scientific developments would be established. His devotion to math's methodic nature and invariability lead him to apply these concepts to all other ideas. He hypothesized that "those propositions which one could come to understand completely would be self evident, since one's knowledge about them would not depend upon knowledge of any other propositions; therefore they were suitable to stand as fundamental assumptions, to be the starting points from which other propositions could be deduced" (Walting).
The time period surrounding the 17th century was the beginning of an era of great scientific advancement in Europe that was known as the Scientific Revolution. It was during this phase that the use of reason and new advances in science resulted in paradigm shifts. Paradigm shifts are shifts in basic assumptions (paradigms) resulting from the discovery of new information that is no longer compatible with existing paradigms, forcing people to shift their mind frame to adapt to the new assumption ("Thomas S. Kuhn"). In this period, many scientists formulated new theories by developing procedures to test new ideas; one of these procedures was the Ba-conian Method. The creator of the Baconian method, Francis Bacon (1561 – 1626), sought to reform and improve the philosophy of science, and thought that logic should have three goals: to correct habits of mind and intellectual mistakes, to supplement correct intellectual habits and compensate for incorrect ones, and to be constructive in the organization of logic gained (Da-vid). In his attempts to reform science and fulfill these goals, Bacon created a paradigm shift from the use of deductive investigation methods, or basing conclusions on a general law, to the inductive Baconian method that based conclusions on factual evidence from observation or experimentation (Smith). Bacon created this shift firstly by pointing out the flaws in other sys-tems of investigation by strongly criticizing several other philosophical approaches to science. Secondly, Bacon attempted to root out corruption or confusion that he felt was caused by other philosophies by encouraging people to acknowledge and compensate for them. Finally, Bacon created a method to organize and interpret data that would help scien...
Rene Descartes was born in La Haye in France in March 31, 1596. He was a mathematician, an scientific thinker, and an meta-physician. Descartes was the first major philosopher in the modern era. His views about knowledge, certainty, and relationship between mind and body have been very influential. Being a devout Catholic, Descartes, undeniably believed in God. He believed that the existence of God could be proved via reason. In this paper I will discuss what Descartes provided as a proof for existence of God.