Applied Mathematics & Optimization
This journal is devoted to Applied Mathematics with an emphasis on the analysis and optimization of systems governed by various classes of dynamical systems in discrete or continuous time, both deterministic and stochastic. Of great interests are models with potential applications to physics, biology, economics and finance, engineering. Optimization includes mathematical control theory, dynamic games and optimal transport. Contributions to numerical methods supporting the modelling and analysis of optimization problems are welcome but some novel and significant development of underlying mathematics are expected.
Mathematical methods and techniques of interest encompass calculus of variations, stochastic control, partial differential equations (PDEs), homogenization, weak convergence, numerical approximation, and regularization, along with modern methods of linear and non-linear analysis as pertinent to the study of PDEs and control theory.
Boundary Observability of Semi-Discrete Second-Order Integro-Differential Equations Derived from Piecewise Hermite Cubic Orthogonal Spline Collocation Method
Da Xu (June 2016)
- Impact Factor 1.366
- Available 1974 - 2016
- Volumes 73
- Issues 178
- Articles 1,292
- Open Access 13 Articles
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- Journal Title
- Applied Mathematics & Optimization
- Volume 1 / 1974 - Volume 73 / 2016
- Print ISSN
- Online ISSN
- Springer US
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