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Cambridge monographs on applied and computational mathematics

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Cambridge monographs on applied and computational mathematics

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Radial basis functions : theory and implementations外部サイトDynamical systems and numerical analysis外部サイトMultiscale methods for Fredholm integral equations外部サイトRadial basis functions : theory and implementations外部サイトLearning theory : an approximation theory viewpoint外部サイトSimulating Hamiltonian dynamics外部サイトIterative Krylov methods for large linear systems外部サイトSchwarz-Christoffel mapping外部サイトMathematical modelling of the human cardiovascular system : data, numerical approximation, clinical applications外部サイトAlgebraic geometry and statistical learning theory外部サイトModern computer arithmetic外部サイトPractical extrapolation methods : theory and applications外部サイトGeneralized Riemann problems in computational fluid dynamics外部サイトIterative Krylov methods for large linear systems外部サイトHigh Order Methods for Incompressible Fluid Flow外部サイトOrthogonal rational functions外部サイトLevel set methods and fast marching methods : evolving interfaces in computational geometry, fluid mechanics, computer vision, and materials science外部サイトMultivariate approximation外部サイトOperator-adapted wavelets, fast solvers, and numerical homogenization : from a game theoretic approach to numerical approximation and algorithm design外部サイトThe Christoffel-Darboux kernel for data analysis外部サイトQuasi-interpolation外部サイトA practical guide to the invariant calculus外部サイトDynamical systems and numerical analysis外部サイトTopology for computing外部サイトCurve and surface reconstruction : algorithms with mathematical analysis外部サイトThe numerical solution of integral equations of the second kind外部サイトGeneralized Riemann problems in computational fluid dynamics外部サイトGeometry and topology for mesh generation外部サイトScattered data approximation外部サイトA practical guide to pseudospectral methods外部サイトGreedy approximation外部サイトScattered data approximation外部サイトSymmetry, phase modulation and nonlinear waves外部サイトThe theory of composites外部サイトSpectral methods for time-dependent problems外部サイトLevel set methods : evolving interfaces in geometry, fluid mechanics, computer vision, and materials science外部サイトA practical guide to pseudospectral methods外部サイトTopology for computing外部サイトPartial differential equation methods for image inpainting外部サイトVolterra integral equations : an introduction to theory and applications外部サイトCollocation methods for Volterra integral and related functional differential equations外部サイトNumerical bifurcation analysis of maps : from theory to software外部サイトThe numerical solution of integral equations of the second kind外部サイトMatrix preconditioning techniques and applications外部サイトThe mathematical foundations of mixing : the linked twist map as a paradigm in applications : micro to macro, fluids to solids外部サイトDifference equations by differential equation methods外部サイトGeometry and topology for mesh generation外部サイトDiscrete variational problems with interfaces外部サイトSpaces of Measures and their Applications to Structured Population Models外部サイトGeometry of the phase retrieval problem : graveyard of algorithms外部サイト

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目次

  • Radial basis functions : theory and implementations

  • Dynamical systems and numerical analysis

  • Multiscale methods for Fredholm integral equations

  • Radial basis functions : theory and implementations

  • Learning theory : an approximation theory viewpoint

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資料種別
図書
出版地(国名コード)
uk
本文の言語コード
en
対象利用者
一般
関連情報
Radial basis functions : theory and implementations
Dynamical systems and numerical analysis
Multiscale methods for Fredholm integral equations
Radial basis functions : theory and implementations
Learning theory : an approximation theory viewpoint
Simulating Hamiltonian dynamics
Iterative Krylov methods for large linear systems
Schwarz-Christoffel mapping
Mathematical modelling of the human cardiovascular system : data, numerical approximation, clinical applications
Algebraic geometry and statistical learning theory
Modern computer arithmetic
Practical extrapolation methods : theory and applications
Generalized Riemann problems in computational fluid dynamics
Iterative Krylov methods for large linear systems
High Order Methods for Incompressible Fluid Flow
Orthogonal rational functions
Level set methods and fast marching methods : evolving interfaces in computational geometry, fluid mechanics, computer vision, and materials science
Multivariate approximation
Operator-adapted wavelets, fast solvers, and numerical homogenization : from a game theoretic approach to numerical approximation and algorithm design
The Christoffel-Darboux kernel for data analysis
Quasi-interpolation
A practical guide to the invariant calculus
Dynamical systems and numerical analysis
Topology for computing
Curve and surface reconstruction : algorithms with mathematical analysis
The numerical solution of integral equations of the second kind
Generalized Riemann problems in computational fluid dynamics
Geometry and topology for mesh generation
Scattered data approximation
A practical guide to pseudospectral methods
Greedy approximation
Scattered data approximation
Symmetry, phase modulation and nonlinear waves
The theory of composites
Spectral methods for time-dependent problems
Level set methods : evolving interfaces in geometry, fluid mechanics, computer vision, and materials science
A practical guide to pseudospectral methods
Topology for computing
Partial differential equation methods for image inpainting
Volterra integral equations : an introduction to theory and applications
Collocation methods for Volterra integral and related functional differential equations
Numerical bifurcation analysis of maps : from theory to software
The numerical solution of integral equations of the second kind
Matrix preconditioning techniques and applications
The mathematical foundations of mixing : the linked twist map as a paradigm in applications : micro to macro, fluids to solids
Difference equations by differential equation methods
Geometry and topology for mesh generation
Discrete variational problems with interfaces
Spaces of Measures and their Applications to Structured Population Models
Geometry of the phase retrieval problem : graveyard of algorithms
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