From Weierstrass to Riemann: The Frobenius Pass When Fractal Flows come into Play with Zeta Functions
Keywords
effective local and global polyhedral zeta functions
prefractal cohomology
fractal cohomology
transfer operator
Lefschetz operator
Hodge decomposition
functional equation
dual zeta function and Weierstrass Curve
fractal flow
Frobenius operator
Complex Dimensions
MSC Classification: 28A75-28A80-35R02-57Q70 Weierstrass Curve iterated fractal drum (IFD) fractal zeta functions Complex Dimensions of an IFD box-counting (or Minkowski) dimension cohomology infinitesimal intrinsic scale Toda-like system Hodge Diamond Star relation Poincaré duality polyhedral measure polyhedral (or polygonal) neighborhoods effective local and global polyhedral zeta functions prefractal cohomology fractal cohomology transfer operator Lefschetz operator Hodge decomposition functional equation dual zeta function and Weierstrass Curve fractal flow Frobenius operator Complex Dimensions
MSC Classification: 28A75-28A80-35R02-57Q70 Weierstrass Curve
iterated fractal drum (IFD)
fractal zeta functions
Complex Dimensions of an IFD
box-counting (or Minkowski) dimension
cohomology infinitesimal
intrinsic scale
Toda-like system
Hodge Diamond Star relation
Poincaré duality
polyhedral measure
polyhedral (or polygonal) neighborhoods
Origin | Files produced by the author(s) |
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