Math is all about loving numbers and understanding how life revolves around it. Some of us still revel in the math fun games that we participated in. To hunker down a subjective list of the greatest mathematical discoveries of all time may be difficult, but here are a list of 5 greatest mathematical inventions in history:
1. The Euler’s identity is a stunning formula that is both useful and deceiving in its essence. The Euler’s number is the base of the natural algorithm and is equal to 2.718. Euler is often regarded as the father of mathematics and the greatest physicist of all time Richerd Feynman regarded the identity as a remarkable formula ever. Euler’s equation helps answer the most difficult of questions in arithmetic.
Richard Phillips Feynman, was an American theoretical physicist known for his work in the path integral formulation of quantum mechanics, the theory of quantum electrodynamics.
2. The fast Fourier Transforms are the pillars of the modern computing age. The discrete Fourier Transform was first introduced by Fourier in the early part of the 19th Century and can break the signals of sound waves and wireless notifications into composite frequencies. There are many applications of the fast and discrete Fourier transform. It remains the single biggest algorithm ever discovered in mathematics.
Jean-Baptiste Joseph Fourier was a French mathematician and physicist born in Auxerre and best known for initiating the investigation of Fourier series and their applications to problems of heat transfer and vibrations.
3. Godel’s theorems are the next big axiomatic system, which is an imperfect analogy found in the liar paradox. In this paradox, if you begin with a machine, you can feed it any statement and output possible with an unfailing accuracy. The results of Godel’s theorems are in use even today and the computational systems still use this systematically to discover newer theorems.
Known for Godel’s incompleteness theorems, Godel’s completeness theorem, the consistency of the Continuum hypothesis with ZFC, Gödel metric, Godel’s ontological proof.
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