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Mathematical concepts and methods in science and engineering

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Mathematical concepts and methods in science and engineering

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Table of Contents

  • Multicriteria optimization in engineering and in the sciences

  • Real and functional analysis

  • Mathematical methods in robust control of linear stochastic systems

  • Optimal control of distributed nuclear reactors

  • Analytical dynamics of discrete systems

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Related Material
Multicriteria optimization in engineering and in the sciences
Real and functional analysis
Mathematical methods in robust control of linear stochastic systems
Optimal control of distributed nuclear reactors
Analytical dynamics of discrete systems
Optimality criteria
Applied mathematics : an intellectual orientation
The calculus of variations and optimal control : an introduction
Real and functional analysis
Applied mathematics in aerospace science and engineering
Solution methods for integral equations : theory and applications
Control, identification, and input optimization
Introduction to continuum mechanics for engineers
Multiple-criteria decision making : concepts, techniques, and extensions
Functional analysis
Applied optimal control theory of distributed systems
Nonlinear effects in fluids and solids
Dynamic optimization and mathematical economics
Theory and applications of partial differential equations
Unified plasticity for engineering applications
Mathematical programming
Topology and maps
Differential equations with small parameters and relaxation oscillations
Mathematical methods in robust control of linear stochastic systems
Optimal control applications in electric power systems
Vector and tensor analysis
Linear and multilinear algebra
Analytical and continuum mechanics
Integral transforms in science and engineering
Multicriteria decision making and differential games
Principles and procedures of numerical analysis
Separation of sets and optimality conditions
Numerical solution of integral equations
Principles of optimal control theory
Numerical derivatives and nonlinear analysis
Advances in geometric programming
Applications of functional analysis in engineering
Dynamics : the analysis of motion
Mathematical logic : an introduction to model theory
Real analysis
Generalized concavity
Applied probability
Kinematics : the geometry of motion
An introduction to probability theory with statistical applications
Problems and methods of optimal structural design
Optimal long-term operation of electric power systems
Electromagnetism and gravitation
Dynamical systems and evolution equations : theory and applications
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https://ci.nii.ac.jp/ncid/BA00236430 : BA00236430