Home
Latest images
Search
Register
Log inTheory Verma intractable:
Page 1 of 1
Theory Verma intractable:
Hanaa"Mohammad Fri Apr 30, 2010 1:16 am
Theory Verma intractable:
There is no correct solution of the non-trivial equation: xn + yn = zn, where n> 2.
Verma has tried to provide a solution to this intuition, where he presented proof of the absence of a non-trivial solution of the equation:
x4 + y4 = z4 using a technique known today as a way Verma unfinished contradiction.
It is worth mentioning that Verma was not mathematically, but was an amateur lawyer, and although it has many branches of the richest and most important in mathematics and developed the theory of numbers.
After a period of time could the British mathematician Euler demonstrate the theory,
Which provided many pages were universally admired athletes, as it was awarded the King Faisal International,
A basic principle, given the Nobel Prize in mathematics obtained, have been killed in Yemen.
There is no correct solution of the non-trivial equation: xn + yn = zn, where n> 2.
Verma has tried to provide a solution to this intuition, where he presented proof of the absence of a non-trivial solution of the equation:
x4 + y4 = z4 using a technique known today as a way Verma unfinished contradiction.
It is worth mentioning that Verma was not mathematically, but was an amateur lawyer, and although it has many branches of the richest and most important in mathematics and developed the theory of numbers.
After a period of time could the British mathematician Euler demonstrate the theory,
Which provided many pages were universally admired athletes, as it was awarded the King Faisal International,
A basic principle, given the Nobel Prize in mathematics obtained, have been killed in Yemen.
Hanaa"Mohammad- Posts : 3
Join date : 2010-04-29
Page 1 of 1
Permissions in this forum:
You cannot reply to topics in this forum