klepa
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Riemann Hypothesis dilemma
My question is quite simple. I understand the basis of Riemann Hypothesis and general idea, what I don't understand is why it hasn't been proven yet. What part of the hypothesis that causes such a problem, that apparently makes it impossible to prove. When Hilbert gave his speech in 1900 he thought the "Prime Number problem" would be squared out and proved in a few years after his famous presentation of 23 ongoing dilemmas, so what is it, that prevents mathmaticians from prooving it.
I'd like to know where exactly or what causes the proove of the hypothesis to be so difficult. And also if anyone know how Riemann derived his zeta function. I know he took the basic concept from Euler', but how he figure out what it suppose to be that I don't know.
I'd like to know where exactly or what causes the proove of the hypothesis to be so difficult. And also if anyone know how Riemann derived his zeta function. I know he took the basic concept from Euler', but how he figure out what it suppose to be that I don't know.
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The Riemann Hypothesis? Oh, that's easy. You just have to
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ASKER
Hey,
let me spend some time reading everything. Thanks for reply'. I'll give everyone points once I'll get a clear picture. Unless I'll just confuse myself to death and will have to dedicate my life searching for the great proof of Riemann Hypothesis.
let me spend some time reading everything. Thanks for reply'. I'll give everyone points once I'll get a clear picture. Unless I'll just confuse myself to death and will have to dedicate my life searching for the great proof of Riemann Hypothesis.
You'll probably have to dedicate your life so no points for us :-(
http://www.claymath.org/millennium/Riemann_Hypothesis/Official_Problem_Description.pdf
And this page offers multiple derivations of the zeta function:
http://mathworld.wolfram.com/RiemannZetaFunctionZeta2.html