Pages that link to "Item:Q1336507"
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The following pages link to Renormalization semigroups and the dimension of Cantorian spacetime (Q1336507):
Displaying 15 items.
- Crystallization of space: space-time fractals from fractal arithmetic (Q509222) (← links)
- On numbers, probability and dimensions. (Q815561) (← links)
- Quantum measurement, diffusion and Cantorian geodesics (Q1336518) (← links)
- Silver mean Hausdorff dimension and Cantor sets (Q1341688) (← links)
- Renormalization approach to the dimension of diffusion in Cantorian space (Q1346858) (← links)
- El Naschie's Cantorian space time, Toda lattices and Cooper-Agop pairs. (Q1416230) (← links)
- Superstrings, Cantorian-fractal spacetime and quantum-like chaos in atmospheric flows (Q1587124) (← links)
- On Cantorian spacetime over number systems with division by zero (Q1878186) (← links)
- Cantor and generalized continuum hypotheses may be false (Q1878216) (← links)
- The Bethe lattice and the dimension of micro spacetime (Q1963219) (← links)
- How to measure the fractal geometry of the relativistic fermion propagator (Q1967846) (← links)
- The fractal self-similar-Borel algorithm for the effective potential of the scalar field theory in one time plus one space dimensions (Q2471186) (← links)
- Topological structure of renormalization constants in quantum field theory at short distance (Q3983301) (← links)
- RENORMALIZED TRACES AS A LOOKING GLASS INTO INFINITE-DIMENSIONAL GEOMETRY (Q4460447) (← links)
- Cantor manifolds and compact spaces (Q4983424) (← links)