3 papers
math.GM2001
A Strategy for Proving Riemann Hypothesis
Matti Pitkanen
A strategy for proving Riemann hypothesis is suggested. The vanishing of the Rieman Zeta reduces to an orthogonality condition for the eigenfunctions of a non-Hermitian operator $D…
math.GM2001
A further step in the proof of Riemann hypothesis
Matti Pitkanen
Paper has been withdrawn due to an error in the basic argument that the states corresponding to the zeros of Riemann Zeta with Re[s]<1/2 allow a Fourier expansion in the basis prov…
math.GM2001
Riemann hypothesis and super-conformal invariance
Matti Pitkanen
A strategy for proving (not a proof of, as was the first over-optimistic belief) the Riemann hypothesis is suggested. The vanishing of Riemann Zeta reduces to an orthogonality cond…