1973, Pure and applied mathematics., ISBN 9780471630593, xii, 425

Book

2002, Fundamental theories of physics, ISBN 1402009682, Volume 123, 128, 2 v.

Book

1973, Pure and applied mathematics, 425

Book

2019, ISBN 3038976679

The use of scientific computing tools is currently customary for solving problems at several complexity levels in Applied Sciences. The great need for reliable...

structured matrices | curl | numerical methods | time fractional differential equations | hierarchical splines | finite difference methods | null-space | highly oscillatory problems | stochastic Volterra integral equations | differential equations | displacement rank | constrained Hamiltonian problems | Hermite | hyperbolic partial differential equations | higher-order finite element methods | continuous geometric average | Volterra integro | spectral (eigenvalue) and singular value distributions | generalized locally Toeplitz sequences | Obreshkov methods | B-spline | discontinuous Galerkin methods | adaptive methods | Cholesky factorization | energy-conserving methods | order | collocation method | Poisson problems | time harmonic Maxwell’s equations and magnetostatic problems | tree | multistep methods | stochastic differential equations | optimal basis | finite difference method | elementary differential | gradient system | Runge | conservative problems | line integral methods | stochastic multistep methods | Hamiltonian Boundary Value Methods | Kutta | limited memory | boundary element method | convergence | analytical solution | preconditioners | asymptotic stability | collocation methods | histogram specification | local refinement | edge-preserving smoothing | numerical analysis | THB-splines | BS methods | barrier options | stump | shock waves and discontinuities | mean-square stability | Volterra integral equations | high order discontinuous Galerkin finite element schemes | B-splines | vectorization and parallelization | initial value problems | one-step methods | scientific computing | fractional derivative | linear systems | Hamiltonian problems | low rank completion | ordinary differential equations | mixed-index problems | edge-histogram | Hamiltonian PDEs | matrix ODEs | HBVMs | floating strike Asian options | generalized Schur algorithm | Galerkin method | symplecticity | high performance computing | isogeometric analysis | discretization of systems of differential equations | curl operator

structured matrices | curl | numerical methods | time fractional differential equations | hierarchical splines | finite difference methods | null-space | highly oscillatory problems | stochastic Volterra integral equations | differential equations | displacement rank | constrained Hamiltonian problems | Hermite | hyperbolic partial differential equations | higher-order finite element methods | continuous geometric average | Volterra integro | spectral (eigenvalue) and singular value distributions | generalized locally Toeplitz sequences | Obreshkov methods | B-spline | discontinuous Galerkin methods | adaptive methods | Cholesky factorization | energy-conserving methods | order | collocation method | Poisson problems | time harmonic Maxwell’s equations and magnetostatic problems | tree | multistep methods | stochastic differential equations | optimal basis | finite difference method | elementary differential | gradient system | Runge | conservative problems | line integral methods | stochastic multistep methods | Hamiltonian Boundary Value Methods | Kutta | limited memory | boundary element method | convergence | analytical solution | preconditioners | asymptotic stability | collocation methods | histogram specification | local refinement | edge-preserving smoothing | numerical analysis | THB-splines | BS methods | barrier options | stump | shock waves and discontinuities | mean-square stability | Volterra integral equations | high order discontinuous Galerkin finite element schemes | B-splines | vectorization and parallelization | initial value problems | one-step methods | scientific computing | fractional derivative | linear systems | Hamiltonian problems | low rank completion | ordinary differential equations | mixed-index problems | edge-histogram | Hamiltonian PDEs | matrix ODEs | HBVMs | floating strike Asian options | generalized Schur algorithm | Galerkin method | symplecticity | high performance computing | isogeometric analysis | discretization of systems of differential equations | curl operator

eBook

6.
Classical methods in ordinary differential equations

: with applications to boundary value problems

2012, Graduate studies in mathematics, ISBN 0821846949, Volume 129, xvii, 373

Book

1998, Handbook of statistics, ISBN 9780444820914, Volume 16., xviii, 731

Book

1991, ISBN 0471612944, xvi, 509

Book

1990, ISBN 0471623059, xix, 469

Book

2012, Graduate studies in mathematics, ISBN 9780821883204, Volume 138, xii, 431

Book

2011, 1. Aufl., Wiley Series in Probability and Statistics, ISBN 1119998425, Volume 897, xxvi, 310

"This book provides a comprehensive review on the Dirichlet distribution including its basic properties, marginal and conditional distributions, cumulative...

Dirichlet problem | Distribution (Probability theory) | MATHEMATICS / Probability & Statistics / General | MATHEMATICS | Probability & Statistics | General | Theory of distributions (Functional analysis)

Dirichlet problem | Distribution (Probability theory) | MATHEMATICS / Probability & Statistics / General | MATHEMATICS | Probability & Statistics | General | Theory of distributions (Functional analysis)

Book

Mathematical Models and Methods in Applied Sciences, ISSN 0218-2025, 11/2010, Volume 20, Issue 11, pp. 2075 - 2107

We initiate the study of collocation methods for NURBS-based isogeometric analysis. The idea is to connect the superior accuracy and smoothness of NURBS basis...

Isogeometric analysis | collocation methods | non-uniform rational B-splines | MATHEMATICS, APPLIED | FINITE-ELEMENTS | EQUATIONS | STRUCTURAL VIBRATIONS | NURBS | ASYMPTOTIC CONVERGENCE | REFINEMENT | CONTINUITY | TURBULENCE | FLOWS

Isogeometric analysis | collocation methods | non-uniform rational B-splines | MATHEMATICS, APPLIED | FINITE-ELEMENTS | EQUATIONS | STRUCTURAL VIBRATIONS | NURBS | ASYMPTOTIC CONVERGENCE | REFINEMENT | CONTINUITY | TURBULENCE | FLOWS

Journal Article

2000, Springer series in chemical physics, ISBN 3540672400, Volume 64., xi, 171

Book

2012, Graduate studies in mathematics, ISBN 0821872915, Volume 133, xix, 363

Book

2010, 2 ed., Cambridge series in statistical and probabilistic mathematics, ISBN 9780521877220, xii, 386

Exact statistical inference may be employed in diverse fields of science and technology. As problems become more complex and sample sizes become larger,...

Asymptotic expansions | Mathematical statistics | Probabilities | Estimation theory | Mathematics

Asymptotic expansions | Mathematical statistics | Probabilities | Estimation theory | Mathematics

Book

1989, ISBN 3540170081, Volume 13., 238

Book

Astrophysical Journal, ISSN 0004-637X, 02/2012, Volume 745, Issue 2, pp. 145 - 15

The effects of stochasticity on the luminosities of stellar populations are an often neglected but crucial element for understanding populations in the...

stars: formation | methods: statistical | methods: numerical | techniques: photometric | galaxies: star clusters: general | galaxies: stellar content | ORION-NEBULA-CLUSTER | POPULATION SYNTHESIS | CLUSTERED STAR-FORMATION | ASYMPTOTIC GIANT BRANCH | ASTRONOMY & ASTROPHYSICS | EVOLUTIONARY SYNTHESIS MODELS | H-ALPHA | INITIAL MASS FUNCTION | LARGE-MAGELLANIC-CLOUD | M-CIRCLE-DOT | STANDARD STELLAR LIBRARY | Stellar populations | Algorithms | Computer simulation | Galaxies | Stars | Clusters | Stochasticity | Slugs | Photometry | Physics - Instrumentation and Methods for Astrophysics | LUMINOSITY | STOCHASTIC PROCESSES | MASS DISTRIBUTION | MONTE CARLO METHOD | ALGORITHMS | TWO-DIMENSIONAL CALCULATIONS | COMPUTERIZED SIMULATION | COSMOLOGY | ASTROPHYSICS, COSMOLOGY AND ASTRONOMY | STAR EVOLUTION | COLOR | PHOTOMETRY | STARS | MILKY WAY

stars: formation | methods: statistical | methods: numerical | techniques: photometric | galaxies: star clusters: general | galaxies: stellar content | ORION-NEBULA-CLUSTER | POPULATION SYNTHESIS | CLUSTERED STAR-FORMATION | ASYMPTOTIC GIANT BRANCH | ASTRONOMY & ASTROPHYSICS | EVOLUTIONARY SYNTHESIS MODELS | H-ALPHA | INITIAL MASS FUNCTION | LARGE-MAGELLANIC-CLOUD | M-CIRCLE-DOT | STANDARD STELLAR LIBRARY | Stellar populations | Algorithms | Computer simulation | Galaxies | Stars | Clusters | Stochasticity | Slugs | Photometry | Physics - Instrumentation and Methods for Astrophysics | LUMINOSITY | STOCHASTIC PROCESSES | MASS DISTRIBUTION | MONTE CARLO METHOD | ALGORITHMS | TWO-DIMENSIONAL CALCULATIONS | COMPUTERIZED SIMULATION | COSMOLOGY | ASTROPHYSICS, COSMOLOGY AND ASTRONOMY | STAR EVOLUTION | COLOR | PHOTOMETRY | STARS | MILKY WAY

Journal Article

1981, Computational mathematics and applications., ISBN 9780122088803, x, 275

Book

1993, CRM proceedings & lecture notes, ISBN 9780821869932, Volume 3., xv, 282

Book

1995, Texts in applied mathematics, ISBN 9780387942032, Volume 20, xiii, 337

Book

No results were found for your search.

Cannot display more than 1000 results, please narrow the terms of your search.