One cannot but encounter the fact that there is a number of widely-acknowledged scientists who made a tremendous contribution to the field of science and technology studies. Obviously, Newton, Pascal, Ohm as well as many other famous physicists can be characterized by designing revolutionary new scientific approaches, which enabled them to come up with breakthrough mathematical ideas. In any way, as for the 20th century greatest scientist that one should pay tribute to, it is definitely Albert Einstein whose unprecedented insight into the complex nature of math and physics revolutionized people’s awareness.
Considering Einstein’s contributions to the field of mathematics, one should be conscious that it would be hard to exaggerate his legacy. One cannot help but become aware that Albert Einstein expanded the horizon on the theory of relativity dramatically; a peculiar thing is that his increased focus on the aforementioned theory resulted in the equation E=mc2. It is important to indicate that this formula occurred as the most famous equation, and its intrinsic potential consisted in transcending social barriers. Surely, it becomes apparent that the given mathematical formula has been much associated with the atomic bomb; indisputably, Einstein was actually focused on building the bomb while being involved in the contemplation upon the relationship between mass and energy. The focus here lies in arguing that his letter to President Roosevelt regarding the urgency of nuclear weapons played a substantial role in the development of an atomic research. Einstein convinced the president to draw a particular attention to the potential power of atomic bombs and consider construction of nuclear weapons as an integral part of national policy making, respectively. It is worth saying that Einstein’s politics influenced the ongoing course of events dramatically, and the United States used nuclear weapons against Japan during the Second World War.
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Einstein’s mathematical ideas cultivated a new approach to interpreting the space; to be precise, a famous physicist and mathematician advanced an idea of curved space. One should know that Einstein’s suggestions appeared to be valid, since solar eclipse that astronomers could vividly see in 1919 enabled them to come to understanding Einstein’s theory. A particular attention has to be paid to the fact that Einstein dedicated much of his life to career in teaching; he occupied teaching positions in various European universities. Additionally, he demonstrated an unprecedented willingness to make an impact on non-mathematical issues. In particular, it is important to make an emphasis on Einstein’s strong desire to find the most effective methods of preserving international peace. One cannot but give him credit for a great contribution to the advances in differential geometry that he considered as an appropriate tool to broaden mind on the general relativity.
On the whole, one should know that Einstein is indisputably best known for the impetus to the development of the general theory of relativity. In view of many historians, a German-born physicist “...had more fresh ideas and more flexibility in his thinking.” (Hsu, 2000, p. 61), and left a tremendous legacy, respectively. To make it certain, one has to take into account the fact that Einstein conducted an in-depth survey on Brownian molecular movement. Moreover, his lifelong goal consisted in geometrization of physics. The last but not the least, a famous physicist made a conceptual breakthrough while investigating the thermal properties, which has eventually resulted in the creation of quantum theory of light. In view of some scholars, Einstein, devoted “...more time and effort to the problems of quantum theory than to those of relativity.” (Home & Whitaker, 2007, p. 17) To sum up, one should definitely not underestimate Einstein’s contribution to the fields of mathematics, physics, and science, since he obviously revolutionized scientific thought with the flow of his fresh ideas.
References
Home, D., & Whitaker, A. (2007). Einstein’s Struggles with Quantum Theory: A Reappraisal. New York: Springer.
Hsu, J. (2000). Einstein's Relativity and Beyond: New Symmetry Approaches. Singapore: World Scientific Publishing.
