Common Features in the Historical Development of Mathematics , alchemy and AstronomyTerri ObeyScience and HumanityDr . John Hitz1 November 20071 . IntroductionThe seeks to go through and discuss the familiar features in the diachronic study of Mathematics , Chemistry and Astronomy . To find the super acid features in the diachronic developments Mathematics Chemistry and Astronomy is to feature the exact origins of these subject matters . The limited evidence of ancient studies rough the personality young experience poses as a limit of work to study their origin at present precisely cognition of what really happened whitethorn give us a glimpse of rich common features in their historical development2 . synopsis and Discussion2 .1 commentary of termsMathematics whitethorn defined as a cognizance (or conferenc e of related recognitions ) dealing with the logic of quantity and function and scheme (WordNet , 2006 . Benjamin Peirce called Mathematics the intelligence that perplexs necessary conclusions (Peirce , 1881 ) On the a nonher(prenominal) hand science whitethorn be defined as a body of empirical , theoretical , and practical necktie about the natural innovation , produced by a world(prenominal) confederacy of researchers making implement of scientific systems , which emphasize the bill , experiment and explanation of real world phenomena ( FIFA , 20072 .2 Arguments and pieces of evidence in actualize of common featuresFrom the definitions in that location is a great can to find the common feature of the math and modern science of alchemy and astronomy . Math is considered as a science and then the general definition of science above may similarly apply to mathematics . One can thence gaucherie its focus on the definition of science to draw some(a) conclusio n on common characteristics or features of t! he historical development of mathematics , chemistry and astronomy . It can and then be argued that the three subjects include the use of the scientific method in discovering proofs and evidences as well as solutions to problems .
One may come along argue that there had been empirical investigations of the natural world since the since antiquity as may know during the time of Aristotle turn there is also proof that scientific methods have been sedulous since the sum Ages However when academician will now guggle of modern science , the latter includes chemistry and astronomy . It may be therefore be deduced that such arouse of scie nce was not fully developed until the early modern accomplishment , as what is commonly known as the Scientific gyration of the sixteenth and 17th centuriesSince scientific methods are considered to be so staple fiber to modern science there may be justifications to state the some philosophers of science and practicing scientists would consider earlier inquiries into nature to be pre-scientific . This is position is also supported by the circumstance the historians of science have traditionally defined science to sufficiently and in general include the use of scientific methods (M Clagett , 1982 Pat Munday , 2005Since mathematics is well-nigh related to natural science , the same may be presumed to also further evolve through the use of scientific methods . This may be illustrated on algebraic formulations where proofs may be established...If you want to get a full essay, rewrite it on our website: BestEssayCheap.com
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