International Conference on Mathematical and Theoretical Physics ICMTP on September 16-17, 2026 in Zurich, Switzerland
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- Short Name: ICMTP
- Event Type: Conference
- Website URL: https://waset.org/mathematical-and-theoretical-physics-conference-in-september-2026-in-zurich
- Program URL: https://waset.org/conferences-in-september-2026-in-zurich/program
- Contact URL: https://waset.org
- Location: Zurich, Switzerland
- Date: September 16-17, 2026
- Final Submission: August 16, 2026
- Notification: December 08, 2025
- Organization: World Academy of Science, Engineering and Technology
- Conference Tags: biological physics rational mechanics computational physics electrostatics polyhedron paper physics basic science symmetry supersymmetry physics engineering scientific econophysics natural sciences physical sciences superconductivity mathematical physics theory statistical physics biopolymer theoretical physics physics science
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
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