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Laurent Nottale

Laurent Nottale CNRS LUTH, Paris-Meudon Observatory Scales in Nature
New Formulation of Stochastic Mechanics. Application to Chaos
Arxiv:1904.05739V1 [Physics.Gen-Ph] 31 Mar 2019 Fisidvda Constituents
Charles AUFFRAY Laurent NOTTALE Systems Biology and Scale
Laurent Nottale CNRS LUTH, Paris-Meudon Observatory
TIIEFRACTALSTRUCTURE of TIIE QUANTUM SPACE-T™E Laurent
Scale-Relativistic Corrections to the Muon Anomalous Magnetic Moment
Motion Equations for Relativistic Particles in an External Electromagnetic Field in Scale Relativity
Statistical Deprojection of Intervelocities, Interdistances, and Masses in the Isolated Galaxy Pair Catalog Laurent Nottale, Pierre Chamaraux
A Theory of Turbulence Based on Scale Relativity
Scale Relativity and Fractal Space-Time: Theory and Applications
Stochastic Modication of Newtonian Dynamics and Induced Potential
New Insights Into the Physical Processes That Underpin Cell Division and the Emergence of Diﬀerent Cellular and Multicellular Structures
Scale Relativity
Scale Relativistic Formulation of Non-Differentiable Mechanics II
Scale Relativity Theory and Integrative Systems Biology: 2 Macroscopic Quantum-Type Mechanics
The Theory of Scale Relativity∗
Gravitational Lensing As a Probe for Dark Matier

Top View

The Evolution and Development of the Universe
Is Dark Matter Made up of Xons?
Scale Relativity, Fractal Space-Time, and Quantum Mechanics†
ASTRONOMY and ASTROPHYSICS Scale Relativity and Quantization of the Solar System Orbit Quantization of the Planet’S Satellites
Scale Relativity and Fractal Space-Time: Theory and Applications
Solution to the Cosmological Constant Problem from Dark Energy of the Quark Vacuum Laurent Nottale
Astrophysical Applications of the Theory of Scale Relativity
Quantum Gravity Emergence from Entanglement in a Multi-Fold Universe”, Vixra:2006.0088V1, (June 9, 2020)

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