International Conference on Deformation and Integrability in Quantum Theory ICDIQT on November 29-30, 2022 in Jerusalem, Israel
Submit Your Paper- Short Name: ICDIQT
- Event Type: Conference
- Website URL: https://waset.org/deformation-and-integrability-in-quantum-theory-conference-in-november-2022-in-jerusalem
- Program URL: https://waset.org/conferences-in-november-2022-in-jerusalem/program
- Contact URL: https://waset.org
- Location: Jerusalem, Israel
- Date: November 29-30, 2022
- Final Submission: October 28, 2022
- Notification: December 15, 2020
- Organization: World Academy of Science, Engineering and Technology
- Conference Tags: quantum computing quantum thermodynamics quantum engineering quantum mechanics quantum physics quantum optics quantum theory quantum cryptography quantum electrodynamics quantum programming quantum materials quantum metrology quantum information quantum magnetism quantum quantum science
Quantization and integrability
Algebraic and geometric methods
Vertex operators and coherent states
Olavo theory
Trajectory representations
Geometry and embedding
Curves and surfaces
Surfaces in R3 and conformal immersion
Quantum mechanics on embedded objects
Willmore surfaces, strings and dirac
Conformal maps and curves
Classical and quantum integrability
Background
R Matrices and PL structures
Quantization and quantum groups
Algebraic bethe ansatz
Separation of variables
Hirota equations
SOV and hitchin systems
Deformation quantization
Discrete geometry and moyal
Hirota, strings, and discrete surfaces
Phase space discretization
Whitham theory
Isomonodromy problems
Whitham and seiberg-witten
Soft susy breaking and whitham
Renormalization
Whitham, WDVV, and picard-fuchs
Geometry and deformation quantization
Noncommutative geometry
Gauge theories
Berezin toeplitz quantization
Algebraic and geometric methods
Vertex operators and coherent states
Olavo theory
Trajectory representations
Geometry and embedding
Curves and surfaces
Surfaces in R3 and conformal immersion
Quantum mechanics on embedded objects
Willmore surfaces, strings and dirac
Conformal maps and curves
Classical and quantum integrability
Background
R Matrices and PL structures
Quantization and quantum groups
Algebraic bethe ansatz
Separation of variables
Hirota equations
SOV and hitchin systems
Deformation quantization
Discrete geometry and moyal
Hirota, strings, and discrete surfaces
Phase space discretization
Whitham theory
Isomonodromy problems
Whitham and seiberg-witten
Soft susy breaking and whitham
Renormalization
Whitham, WDVV, and picard-fuchs
Geometry and deformation quantization
Noncommutative geometry
Gauge theories
Berezin toeplitz quantization
Name: World Academy of Science, Engineering and Technology
Website: https://waset.org/
Address: UAE