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

01/2019, ISBN 3038976679

.... The great need for reliable software in the scientific community conveys a continuous stimulus to develop new and better performing numerical methods that are able to grasp the particular features...

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

Mathematical programming, ISSN 1436-4646, 11/2018, Volume 174, Issue 1-2, pp. 293 - 326

... of Newton’s method where the Hessian and/or gradients are randomly sub-sampled. For Hessian sub-sampling, using random matrix concentration inequalities, one can sub-sample in a way that second-order information, i.e...

65K05 | Theoretical, Mathematical and Computational Physics | 90C06 | Mathematics | Mathematical Methods in Physics | Calculus of Variations and Optimal Control; Optimization | Mathematics of Computing | 90C25 | Numerical Analysis | Local and global convergence | Newton-type methods | Sub-sampling | 49M15 | Combinatorics | Operations Research & Management Science | Physical Sciences | Technology | Computer Science | Computer Science, Software Engineering | Mathematics, Applied | Science & Technology | Analysis | Methods | Algebra | Mathematical analysis | Newton methods | Linear algebra | Sampling methods | Asymptotic methods | Curvature | Matrix methods | Convergence | Concentration gradient

65K05 | Theoretical, Mathematical and Computational Physics | 90C06 | Mathematics | Mathematical Methods in Physics | Calculus of Variations and Optimal Control; Optimization | Mathematics of Computing | 90C25 | Numerical Analysis | Local and global convergence | Newton-type methods | Sub-sampling | 49M15 | Combinatorics | Operations Research & Management Science | Physical Sciences | Technology | Computer Science | Computer Science, Software Engineering | Mathematics, Applied | Science & Technology | Analysis | Methods | Algebra | Mathematical analysis | Newton methods | Linear algebra | Sampling methods | Asymptotic methods | Curvature | Matrix methods | Convergence | Concentration gradient

Journal Article

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

.... As problems become more complex and sample sizes become larger, mathematical and computational difficulties can arise that require the use of approximate statistical methods...

Asymptotic expansions | Mathematical statistics | Probabilities | Estimation theory

Asymptotic expansions | Mathematical statistics | Probabilities | Estimation theory

Book

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

International journal of modern physics. B, Condensed matter physics, statistical physics, applied physics, ISSN 1793-6578, 01/2012, Volume 20, Issue 18, pp. 2561 - 2568

The present work constitutes a guided tour through the mathematics needed for a proper understanding of homotopy perturbation method as applied to various nonlinear problems...

Nonlinear equations | Homotopy perturbation method | Asymptotic solution | Constant expansion

Nonlinear equations | Homotopy perturbation method | Asymptotic solution | Constant expansion

Journal Article

2018, SEMA SIMAI Springer Series, ISBN 9783319946757, Volume 15, 323

This volume gathers contributions from participants of the Introductory School and the IHP thematic quarter on Numerical Methods for PDE, held in 2016 in Cargese (Corsica...

Differential equations, Partial-Asymptotic theory | Mathematics | Computational Science and Engineering | Mathematics and Statistics | Numerical Analysis | Partial Differential Equations

Differential equations, Partial-Asymptotic theory | Mathematics | Computational Science and Engineering | Mathematics and Statistics | Numerical Analysis | Partial Differential Equations

eBook

Multivariate behavioral research, ISSN 1532-7906, 06/2007, Volume 42, Issue 1, pp. 185 - 227

.... We also describe methods for probing significant conditional indirect effects by employing direct extensions of the simple slopes method and Johnson-Neyman technique for probing significant interactions...

Mathematics, Interdisciplinary Applications | Psychology, Experimental | Statistics & Probability | Physical Sciences | Social Sciences | Social Sciences, Mathematical Methods | Psychology | Mathematics | Mathematical Methods In Social Sciences | Science & Technology | Intervals | Researchers | Self Concept | Student Interests | Hypothesis Testing | Teaching Methods | Adolescents | Testing | Michigan

Mathematics, Interdisciplinary Applications | Psychology, Experimental | Statistics & Probability | Physical Sciences | Social Sciences | Social Sciences, Mathematical Methods | Psychology | Mathematics | Mathematical Methods In Social Sciences | Science & Technology | Intervals | Researchers | Self Concept | Student Interests | Hypothesis Testing | Teaching Methods | Adolescents | Testing | Michigan

Journal Article

01/2017, ISBN 9781351361170

Book

2015, ISBN 3319153730, 476

This book emphasizes in detail the applicability of the Optimal Homotopy Asymptotic Method to various engineering problems...

Differential equations, Nonlinear | Homotopy theory | Asymptotic theory | Engineering mathematics | Nonlinear systems

Differential equations, Nonlinear | Homotopy theory | Asymptotic theory | Engineering mathematics | Nonlinear systems

eBook

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

Book

2020, Lecture Notes in Computational Science and Engineering, ISBN 3030417999, Volume 135, 254

eBook

1991, Cambridge texts in applied mathematics., ISBN 0521378974, Volume 6, xi, 160

Perturbation methods are one of the fundamental tools used by all applied mathematicians and theoretical physicists...

Perturbation (Mathematics) | perturbation method

Perturbation (Mathematics) | perturbation method

Book

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

Book

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

Book

2005, IEE electromagnetic waves series, ISBN 0863414478, Volume 48, xi, 249

Book

IEEE Transactions on Communications, ISSN 0090-6778, 01/2011, Volume 59, Issue 1, pp. 116 - 129

.... The framework relies upon the Moschopoulos method. We show that it is exact for MIMO systems with two transmit-antenna and arbitrary receive-antenna, while an asymptotically-tight upper-bound is proposed to handle the system setup with an arbitrary...

Fading | Wireless communication | space shift keying (SSK) modulation | correlated Rician fading channels | Transmitting antennas | transmit-diversity | Modulation | Rician channels | Receivers | multiple-input-multiple-output (MIMO) systems | performance analysis | Spatial modulation (SM) | transmitdiversity | multipleinputmultipleoutput (MIMO) systems | Engineering, Electrical & Electronic | Engineering | Telecommunications | Technology | Science & Technology | Fading channels | Analysis | System design | Systems analysis | Methods | MIMO communications | Modulation (Electronics) | Keying | Monte Carlo methods | Computer simulation | Asymptotic properties | Correlation analysis | Channels | Mathematics | Information Theory | Computer Science

Fading | Wireless communication | space shift keying (SSK) modulation | correlated Rician fading channels | Transmitting antennas | transmit-diversity | Modulation | Rician channels | Receivers | multiple-input-multiple-output (MIMO) systems | performance analysis | Spatial modulation (SM) | transmitdiversity | multipleinputmultipleoutput (MIMO) systems | Engineering, Electrical & Electronic | Engineering | Telecommunications | Technology | Science & Technology | Fading channels | Analysis | System design | Systems analysis | Methods | MIMO communications | Modulation (Electronics) | Keying | Monte Carlo methods | Computer simulation | Asymptotic properties | Correlation analysis | Channels | Mathematics | Information Theory | Computer Science

Journal Article