Fermat's and Shakespeare's conjectures. -
Parallels ??
Keeping in mind that for hundreds of years, there is a unique Shakespeare authorship problem,
this inevitably leads to the question of how such a unique situation could arise and why it could not be solved until today.
One can postulate with considerable plausibility, that there has to be a unique difficulty which prevented "400 years of collective intelligence" to unravel the mystery. The unusual problem is reminiscent of the hundreds of years of attempts to prove
Fermat's conjecture
During the centuries the world was convinced that there must be a solution! The solution was finally found in 1994 it required hundreds of years and a about 100 pages.
It tells us that some assumptions can not be proven more simple. You may transfer this analogy to the solution of the conjecture of the equation
Shakespeare [playwright] ≠ Shakespeare [Stratford]
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(see picture, the french Mathematician Pierre de Fermat).
During the centuries the world was convinced that there must be a solution! The solution was finally found in 1994 it required hundreds of years and a about 100 pages.
It tells us that some assumptions can not be proven more simple. You may transfer this analogy to the solution of the conjecture of the equation
Shakespeare [playwright] ≠ Shakespeare [Stratford]
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