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# International Conference on Mathematical Physics, and Applications ICMPA on October 06-07, 2023 in Beijing, China

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**ICMPA** - Event Type:
**Conference** - Presentation:
**Physical** - Website URL:
**https://waset.org/mathematical-physics-and-applications-conference-in-october-2023-in-beijing** - Program URL:
**https://waset.org/conferences-in-october-2023-in-beijing/program** - Location:
**Beijing, China** - Date:
**October 06-07, 2023** - Organization:
**World Academy of Science, Engineering and Technology** - Conference Tags: geophysics physics applied physics astrophysics biophysics condensed matter physics nuclear physics particle physics theoretical physics thermal physics plasma physics molecular physics high energy physics statistical physics mathematical physics medical physics experimental physics metaphysics atomic physics quantum physics materials physics textile physics cybernetical physics modern physics solid state physics econophysics physics education psychophysics physics engineering nanophysics strong field physics optical physics laser physics

Algebraic and geometric methods of integrable equations

Bäcklund and Darboux transformations

Classical and quantum integrable systems

Combinatorics

Conformal Field Theory

Continuous and discrete integrable equations

Cosmology and quantum gravity

Differential Geometric Methods in Theoretical Physics

Differential, Algebraic Geometry and Topology in Physics

Dynamical systems and chaos

Equations of mathematical physics

Exactly and quasi-exactly solvable models

Geometrical methods in mathematical physics

Gromow-Witten Invariants

Hirota method and Painlevé analysis

Integrability, Geometry, Matrix models and Applied mathematics

Lie groups and algebras, representation theory

Lie theory and differential equations

Mathematical models of nano-systems

Mechanics, the theory of continuous media, gravitation

Methods of Lie groups and Lie algebras

Moduli Spaces of Algebraic Curves and Vector Bundles

Multivariate Statistics and Growth Models

New type of solutions in integrable equations

Numerical computations of nonlinear wave problems

Orthogonal polynomials and special functions

p-Adic mathematical physics

Quantum algebras, quantum groups and noncommutative geometry

Quantum Field theory and Superstrings

Quantum Gravity

Random Matrices

Random Permutation Problems

Singularity Theory

Solitary wave interactions and collisions

Solutions of Soliton Equations

Stability theory of solitary waves

Stochastic Processes

Supersymmetry and supergravity, strings and branes

Supersymmetry and Superstrings

Symmetries and separation of variables

Topological Field theory, Non-commutative Geometry

Variational theories and Hamiltonian structures

Wave phenomena in the atmosphere and the ocean

Bäcklund and Darboux transformations

Classical and quantum integrable systems

Combinatorics

Conformal Field Theory

Continuous and discrete integrable equations

Cosmology and quantum gravity

Differential Geometric Methods in Theoretical Physics

Differential, Algebraic Geometry and Topology in Physics

Dynamical systems and chaos

Equations of mathematical physics

Exactly and quasi-exactly solvable models

Geometrical methods in mathematical physics

Gromow-Witten Invariants

Hirota method and Painlevé analysis

Integrability, Geometry, Matrix models and Applied mathematics

Lie groups and algebras, representation theory

Lie theory and differential equations

Mathematical models of nano-systems

Mechanics, the theory of continuous media, gravitation

Methods of Lie groups and Lie algebras

Moduli Spaces of Algebraic Curves and Vector Bundles

Multivariate Statistics and Growth Models

New type of solutions in integrable equations

Numerical computations of nonlinear wave problems

Orthogonal polynomials and special functions

p-Adic mathematical physics

Quantum algebras, quantum groups and noncommutative geometry

Quantum Field theory and Superstrings

Quantum Gravity

Random Matrices

Random Permutation Problems

Singularity Theory

Solitary wave interactions and collisions

Solutions of Soliton Equations

Stability theory of solitary waves

Stochastic Processes

Supersymmetry and supergravity, strings and branes

Supersymmetry and Superstrings

Symmetries and separation of variables

Topological Field theory, Non-commutative Geometry

Variational theories and Hamiltonian structures

Wave phenomena in the atmosphere and the ocean

Name: World Academy of Science, Engineering and Technology

Website: https://waset.org/

Address: UAE