Special issue: Nonlinear dynamics, general relativity and the quantum (the uneven flow of fractal time)

DOI10.1016/S0960-0779(96)00059-8zbMath0932.00028WikidataQ127942870 ScholiaQ127942870MaRDI QIDQ1807503

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Publication date: 29 February 2000

Published in: Chaos, Solitons and Fractals (Search for Journal in Brave)

zbMATH Keywords

Special issueQuantumNonlinear dynamicsGeneral relativity

Mathematics Subject Classification ID

Collections of articles of miscellaneous specific interest (00B15) Proceedings, conferences, collections, etc. pertaining to quantum theory (81-06) Proceedings, conferences, collections, etc. pertaining to statistical mechanics (82-06) Proceedings, conferences, collections, etc. pertaining to relativity and gravitational theory (83-06)

Related Items (13)

Quadro-quartic Cremona transformations and four-dimensional pencil-space-times with the reverse signature. ⋮ Noncommutative geometry, negative probabilities and Cantorian-fractal spacetime ⋮ The Bethe lattice and the dimension of micro spacetime ⋮ Remarks on superstrings, fractal gravity, Nagasawa's diffusion and Cantorian spacetime ⋮ Fractal gravity and symmetry breaking in a hierachical Cantorian space ⋮ Branching polymers and the fractal Cantorian spacetime. ⋮ Frostman lemmas for Hausdorff measure and packing measure in a product probability space and their physical application ⋮ Branching polymers, knot theory and Cantorian spacetime ⋮ The impact of nonlinear dynamics and fractals on quantum physics and relativity ⋮ ``Scale covariant representation of quantum mechanics. Energy in scale-relativity theory. ⋮ Gravity and Cantorian space-time ⋮ The fractal dimension of spacetime. -- Remarks on theoretical derivation and experimental verification. ⋮ Beyond strings, multiple times and gauge theories of area-scalings relativistic transformations

Cites Work

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• Fractal space-time and the statistical mechanics of random walks.
• A note on quantum mechanics, diffusional interference and informions
• Classical analog of quantum phase
• A stochastic model related to the telegrapher's equation
• The Schrödinger and Dirac free particle equations without quantum mechanics
• A stochastic model of Maxwell's equations in \(1+1\) dimensions
• The Schrödinger and diffusion propagators coexisting on a lattice
• Time reversal in stochastic processes and the Dirac equation
• Random walks and Schrödinger's equation in dimensions

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