Monday, April 12, 2021

Today (April 12, 1852) is the birthday of the German mathematician Karl Louis Ferdinand Lindemann, who discovered the mathematical pi number.

Today (April 12, 1852) is the birthday of the German mathematician Karl Louis Ferdinand Lindemann, who discovered the mathematical pi number.

 

Karl Louis Ferdinand Lindemann was born on April 12, 1852, in Hanover, Germany. Educated in Munich, Gottingen, he received his doctorate from Felix Kline in Erlangen. Leo was the first to invent numbers in 1844 that surpassed numbers. But the numbers he showed were the numbers that made it difficult. He did not show that it was a number that surpassed any number we already knew. It contains a mathematical theory. When we have numbers, everything is under our control, just like the creation business. But when we look at whether or not we have surpassed important numbers such as the already controversial mathematical converters e, pi, we are dominated by them. This is why the world of mathematics hailed it as a great achievement when Herms established in 1873 that e was a surpassing number. The world expected him to make the same decision. Nine years later, Lindemann realized this.

 

The fact that Pi is not an algebraic number put an end to an old problem that has driven not only mathematicians but everyone else crazy for two thousand years. That is the challenge of drawing a square equal to the area of ​​a circle with only the ruler & compass in geometry. The name for this problem is Squaring the circle. This is the consequence of an established fact that Lindeman pi is an outnumbered number. Because it is a mathematical fact that he knew long ago that this is possible only if pi is an algebraic number.

 Pi=3.141…. Here are the first 10,000 digits of Pi in honor of Pi Day |  Psychedelic art, Happy pi day, Hippie artFile:Pi-unrolled-720.gif - WikipediaResourceaholic: 5 Maths Gems #45

That said, it can never be, is the result of establishing that pi is an outnumbered number. Because it is a mathematical fact that he knew long ago that this is possible only if pi is an algebraic number. The Lindemann-Weierstrass theorem is an arithmetic theorem. Stronger than the Lindeman theorem. It is a theorem that says that some layered polynomials (Xeros) cannot have zeros. As its branch theorems, e and pi can be established as both supernatural numbers. The theorem contains the names of both Lindeman and Weierstrass.

 

Top scientists such as David Hilbert, Herman Minkowski, etc., did research under him and received doctoral degrees. The Felix Klein-Lindemann-Hilbert lineage is notable in the teacher-student lineage. Karl Louis Ferdinand von Lindemann died in Munich, Germany on March 06, 1939, at the age of 86.

Source By: Wikipedia.

Information: Ramesh, Assistant Professor of Physics, Nehru Memorial College, Puthanampatti, Trichy.



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