G. S. Asanov

发表

Finsler Geometry, Relativity and Gauge Theories

G. S. Asanov, 1985 .

Finsler space PD of positive-definite type gives rise to a lenticular extension of Maxwell's distribution law

G. S. Asanov, 1999 .

Motion of the rest frame of the electric charge defined by the Finslerian structure of the electromagnetic field

G. S. Asanov, 1977 .

Comparing the Finslerian gauge approach with the SU(3)×SU(2)×U(1)-model

G. S. Asanov, M. Kiselev, 1988 .

C-free Finsler spaces

G. S. Asanov, 1981 .

Problems of Finslerian theory of gauge fields and gravitation

G. S. Asanov, A. Aringazin, 1988 .

Finslerian Post-Lorentzian Kinematic Transformations in Anisotropic-Space Case

G. S. Asanov, 2002, gr-qc/0207117.

Finslerian Extension of Lorentz Transformations and First-Order Censorship Theorem

G. S. Asanov, 2002, gr-qc/0207089.

Finslerian Isospin--Nonlinear Equations for Pion and Spinor Interactions

G. S. Asanov, 2003 .

A Finslerian extension of general relativity

G. S. Asanov, 1981 .

Variational principle for the Finslerian extension of general relativity

G. S. Asanov, 1981 .

Finslerian Anisotropic Relativistic Metric Function Obtainable under Breakdown of Rotational Symmetry

G. S. Asanov, 2002, gr-qc/0204070.

Can Neutrinos and High-Energy Particles Test Finsler Metric of Space-Time?

G. S. Asanov, 2000 .

Finsleroid-Space Supplemented by Angle

G. S. Asanov, 2003 .

Finsleroids Reflect Future-Past Asymmetry of Space-Time

G. S. Asanov, 2000 .

Finslerian post-Riemannian corrections to the equations of geodesics

G. S. Asanov, A. Aringazin, 1985 .

Generalized-Finslerian connection coefficients for the static spherically symmetric space

G. S. Asanov, 1994 .

Finslerian and higher-order structure of space-time: lie-invariance in fibres

G. S. Asanov, 1989 .

Finslerian Extension of Schwarzschild Metric

G. S. Asanov, 1992 .

Jet Extension of Finslerian Gauge Approach

G. S. Asanov, 1990 .

Finsleroids with three axes in dimension N=3\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$N=3$$\end{document}

G. S. Asanov, 2019, European Journal of Mathematics.

Finsleroids with three axes in dimension $$N=3$$ N = 3

G. S. Asanov, 2018, European Journal of Mathematics.

Two-axes pseudo-Finsleroid metrics: general overview and angle-regular solution

G. S. Asanov, 2017, 1709.02683.

Pseudo-Finsleroid metrics with two axes

G. S. Asanov, 2017 .

Pseudo-Finsleroid metrics with two axes

G. S. Asanov, 2017, European Journal of Mathematics.

Pseudo-Finsleroid metric function of spatially anisotropic relativistic type

G. S. Asanov, 2015, 1512.02268.

Finsler connection preserving the two-vector angle under the indicatrix-inhomogeneous treatment

G. S. Asanov, 2011, 1109.2673.

Finsler connection preserving angle in dimensions $N\ge3$

G. S. Asanov, 2010, 1009.1215.

Finsler space connected by angle in two dimensions. Regular case

G. S. Asanov, 2010, Publicationes Mathematicae Debrecen.

Finsleroid gives rise to the angle-preserving connection

G. S. Asanov, 2009, 0910.0935.

Finslerian angle-preserving connection in two-dimensional case. Regular realization

G. S. Asanov, 2009, 0909.1641.

Pseudo-Finsleroid spatial-anisotropic relativistic space

G. S. Asanov, 2008, 0806.2501.

Finsleroid-cosmological equations

G. S. Asanov, 2008 .

Finsleroid-regular space. Landsberg-to-Berwald implication

G. S. Asanov, 2008, 0801.4608.

Finsleroid-regular space. Gravitational metric. Berwald case

G. S. Asanov, 2007, 0711.4180.

Finsleroid-Finsler Space of Involutive Case

G. S. Asanov, 2007, 0710.3814.

Finsleroid--Finsler space and geodesic spray coefficients

G. S. Asanov, 2007, Publicationes Mathematicae Debrecen.

Finsleroid Corrects Pressure and Energy of Universe. Respective Cosmological Equations

G. S. Asanov, 2007, 0707.3305.

Finsleroid-Finsler parallelism. Cosmological aspects

G. S. Asanov, 2007 .

Finsleroid--Finsler Parallelism

G. S. Asanov, 2006, math/0611345.

Finsleroid-finsler spaces of positive-definite and relativistic types

G. S. Asanov, 2006 .

Finsleroid--Finsler Space with Berwald and Landsberg Conditions

G. S. Asanov, 2006, math/0603472.

Finslerian grounds for four--directional anisotropic kinematics

G. S. Asanov, 2005, math-ph/0510049.

Finslerian metric function of totally anisotropic type. Relativistic aspects

G. S. Asanov, 2005, math-ph/0510007.

Finsleroid-relativistic time-asymmetric space and quantized fields

G. S. Asanov, 2005, math-ph/0501042.

Finsleroid--Relativistic Space Endowed With Scalar Product

G. S. Asanov, 2004, math-ph/0406029.

Finsleroid space with angle and scalar product

G. S. Asanov, 2004, Publicationes Mathematicae Debrecen.

Finsleroids reflect future-past asymmetry

G. S. Asanov, 2001 .

Conformal property of the finsler space SR and extension of electromagnetic field equations

G. S. Asanov, 2000 .

Finslerian extension of Lorentz transformations

G. S. Asanov, 1998 .

Finslerian metric functions over the product R × M and their potential applications

G. S. Asanov, 1998 .

Finslerian metric and tetrads in static spherically-symmetric case of gravitational field

G. S. Asanov, 1997 .

Finsler cases of GF-space

G. S. Asanov, 1995 .

Finslerian deviations of Geodesics over tangent bundle

G. S. Asanov, P. Stavrinos, 1991 .

On 1-form finsler spaces

E. G. Kirnasov, G. S. Asanov, 1984 .

Gravitational field equations based on Finsler geometry

G. S. Asanov, 1983 .

On finsler spaces satisfying the T-condition

E. G. Kirnasov, G. S. Asanov, 1981 .

Clebsch representations and energy-momentum of the classical electromagnetic and gravitational fields

G. S. Asanov, 1980 .

Finsler space with an algebraic metric defined by a field of frames

G. S. Asanov, 1980 .

New examples of S3-like Finsler spaces

G. S. Asanov, 1979 .

Basic principles of the Finsler theory of relativity. I

G. S. Asanov, 1979 .

Some consequences of the Finslerian structure of the space-time with the absolute parallelism

G. S. Asanov, 1978 .

Observables in the general theory of relativity

G. S. Asanov, 1976 .

Finsler method for studying noninertial reference systems of a charge

G. S. Asanov, 1975 .

Gauge Fields in General Parametrical Approach and Their Finslerian Reduction

G. S. Asanov, 1987 .

Examples of Finslerian Metric Tensors of the Space-Time Signature

G. S. Asanov, 1984 .

The Finslerian Structure of Space-Time, Defined by its Absolute Parallelism

G. S. Asanov, 1977 .

Projective invariance and the fifth coordinate

G. S. Asanov, 1975 .

The electromagnetic field as a Finsler manifold

G. S. Asanov, 1975 .

Scalar and electromagnetic fields in Finslerian space-time with the absolute parallelism

G. S. Asanov, 1978 .

Gauge-covariant stationary curves on Finslerian and jet fibrations and gauge extension of Lorentz force

G. S. Asanov, 1991 .