The relationship between mathematics and physics
Mathematics has evolved dramatically and evolve year after year until we aretoday in the era of theoretical mathematics that create what actually goes beyond the physical. Is it developed the laws of nature have evolved as the laws of mathematics?
Reads the history of science Kmaardh Researchers discover how therelationship between mathematics and physics is essential as it is confusingand dangerous secret. Therefore, we have called the "mystery".
Reads the history of science Kmaardh Researchers discover how the relationship between mathematics and physics is essential as it is confusing and dangerous secret. Therefore, we have called the "mystery".
Scientists put the science curriculum two contradictory:
-1 - Some of whom mentioned that the interpretation of the laws of nature - especially the physical - has nothing to do with this constant evolution in mathematics Isttbai. In the sense explained: Not all innovation in theoretical mathematics has applications in the field of natural laws of physics.
-2 - Of whom mentioned that this constant evolution in mathematics may facilitate the interpretation of the laws of nature are less complicated than it is the situation today.
We adopt the second option, the requirement of attention to the frame of each issue in order not to fall in some caveats, most notably:
- A - There are some laws and rules in mathematics nothing to do with physical reality, such as some groups of rules Cantor Cantor (toll collecting two or some infinite collections) or as a "complex numbers" or imaginary Complex Numbers.
- B - there is the theory of mathematical equations (ie equations result from the equations, etc.) to reach bites Vtdill impossible physical reality and the incorrectly interpreted what it is, in fact, any abnormally.
What follows that?
_ Biases may result in prolonged in linking mathematical equations to each other to get out the theory of equations and symbols are looking for a physical reality does not exist and may not be that comes into being. Some examples:
+ + The mathematical equations that explain the "theory of general relativity," Einstein's based primarily on mathematical symbols such as symbol t (i, j), which he said one of the most prominent supporters of Einstein's ideas of Professor E. Zahar University of London as a symbol "is not subject to any physical interpretation. It is a purely mathematical unit used to fit the specific goals and are free from any physical meaning" (from his lengthy research titled "Why Einstein program than a program to Lorentz" , within a collective book entitled: "The curriculum and assessment in the physical sciences", published by Cambridge 1976, p. 270).
+ + To recognize the last seat to the world the British S.. Hawking in front of more than 600 scientists and Space Physics and Mathematics (July 2004) for an error theory of physics to him before 30 years (that the "black holes" are like gates that rights will be transferred to another time or world parallel to our world) has been Berhanha through mathematical equations, logical and coherent persuaded by scientists then (the mid-seventies of the 20 century). Here is today recognized this error theory based on mathematical equations, etc. There is no doubt it would be logical, coherent and convincing to scientists like its predecessors.
_ May result in physical theory to devise new methods of mathematical development of mathematics more than the evolution of physics. This may lead to the modification of some physical theories adopted.
Are the relationship between mathematics and physics in the West are going more and more divergent, after it was acquired for thousands of years? Is this the big secret in the non-allocation of the Nobel Prize in mathematics as in other sciences that are based mostly on mathematical equations
.... That the nature of space remained the same since the days of the Phoenicians, the Babylonians and the Pharaohs and other civilizations, is Nqahm each new theoretical innovation in mathematics forcibly within the scope of this simple in nature and severity and diverse in Anhitha
