# International Conference on Computational Mathematics and Control Theory ICCMCT on November 18-19, 2022 in Singapore, Singapore

Submit Your Paper- Short Name:
**ICCMCT** - Event Type:
**Conference** - Website URL:
**https://waset.org/computational-mathematics-and-control-theory-conference-in-november-2022-in-singapore** - Program URL:
**https://waset.org/conferences-in-november-2022-in-singapore/program** - Contact URL:
**https://waset.org** - Location:
**Singapore, Singapore** - Date:
**November 18-19, 2022** - Final Submission:
**October 18, 2022** - Notification:
**December 15, 2020** - Organization:
**World Academy of Science, Engineering and Technology** - Conference Tags: computational mathematics computation theory control theory

Mathematical control theory

Control theory and mathematics

Mathematical foundations of control systems

Mathematics and control engineering

Application-oriented mathematics

Analysis and design of control systems

Mathematics of control, signals, and systems

Mathematical foundations for control theory

Dynamic programming

Pontryagin’s principle

Linear system theory

Reachability and controllability

Nonlinear controllability

Feedback and stabilization

Outputs

Observers and dynamic feedback

Optimality: value function, multipliers, and minimum-time for linear systems

Controllability and bang-bang principle

Linear time-optimal control

The Pontryagin maximum principle

Game theory and control systems

Lie-algebraic accessibility theory

Feedback linearization

Controllability of neural networks

Reachability under input constraints

Nonlinear feedback design

Backstepping, damping, and control-lyapunov functions

Topological obstructions to stabilization

Lie semigroups and lie groups

Algebraic geometry

Dynamical systems

Complex analysis

Functional analysis,

Calculus of variations

Topology

Differential geometry

Probability theory

Control theory and mathematics

Mathematical foundations of control systems

Mathematics and control engineering

Application-oriented mathematics

Analysis and design of control systems

Mathematics of control, signals, and systems

Mathematical foundations for control theory

Dynamic programming

Pontryagin’s principle

Linear system theory

Reachability and controllability

Nonlinear controllability

Feedback and stabilization

Outputs

Observers and dynamic feedback

Optimality: value function, multipliers, and minimum-time for linear systems

Controllability and bang-bang principle

Linear time-optimal control

The Pontryagin maximum principle

Game theory and control systems

Lie-algebraic accessibility theory

Feedback linearization

Controllability of neural networks

Reachability under input constraints

Nonlinear feedback design

Backstepping, damping, and control-lyapunov functions

Topological obstructions to stabilization

Lie semigroups and lie groups

Algebraic geometry

Dynamical systems

Complex analysis

Functional analysis,

Calculus of variations

Topology

Differential geometry

Probability theory

Name: World Academy of Science, Engineering and Technology

Website: https://waset.org/

Address: UAE