2006, 1. Aufl., Springer finance, ISBN 3540219927, xvi, 373

This long-awaited book aims at a rigorous mathematical treatment of the theory of pricing and hedging of derivative securities by the principle of 'no...

Arbitrage | Finance & Accounting | Prices | Mathematical models | Hedging (Finance) | Derivative securities | Probability Theory and Stochastic Processes | Operator Theory | Mathematics | Functional Analysis | Finance /Banking | Quantitative Finance | Semimartingales (Mathematics)

Arbitrage | Finance & Accounting | Prices | Mathematical models | Hedging (Finance) | Derivative securities | Probability Theory and Stochastic Processes | Operator Theory | Mathematics | Functional Analysis | Finance /Banking | Quantitative Finance | Semimartingales (Mathematics)

Book

2015, 1st ed. 2015., Springer Proceedings in Mathematics & Statistics, ISBN 331918041X, Volume 131

This contributed volume presents some recent theoretical advances in mathematics and its applications in various areas of science and technology. Written by...

Numerical analysis | Partial differential equations | Differential equations | Mathematics | Mathematical optimization | Operator theory

Numerical analysis | Partial differential equations | Differential equations | Mathematics | Mathematical optimization | Operator theory

Web Resource

2015, 1st ed. 2015., Springer Proceedings in Mathematics & Statistics, ISBN 331918041X, Volume 131

This contributed volume presents some recent theoretical advances in mathematics and its applications in various areas of science and technology. Written by...

Numerical analysis | Partial differential equations | Differential equations | Mathematics | Mathematical optimization | Operator theory

Numerical analysis | Partial differential equations | Differential equations | Mathematics | Mathematical optimization | Operator theory

Web Resource

2015, Progress in Mathematics, ISBN 3034809026, Volume 309

What is order that is not based on simple repetition, that is, periodicity? How must atoms be arranged in a material so that it diffracts like a quasicrystal?...

Differentiable dynamical systems | Discrete groups | Global analysis | Mathematics | Operator theory | Number theory

Differentiable dynamical systems | Discrete groups | Global analysis | Mathematics | Operator theory | Number theory

Web Resource

1994, Studies in advanced mathematics., ISBN 0849382718, 575

Book

1988, 1. Aufl., Teubner-Texte zur Mathematik, ISBN 9783322005038, Volume Bd. 106, 322

Book

European Journal of Applied Mathematics, ISSN 0956-7925, 04/2008, Volume 19, Issue 2, pp. 191 - 224

The article presents a survey of mathematical problems, techniques and challenges arising in thermoacoustic tomography and its sibling photoacoustic tomography.

OPTOACOUSTIC TOMOGRAPHY | MATHEMATICS, APPLIED | FREQUENCY-DOMAIN RECONSTRUCTION | INTEGRAL GEOMETRY | PHOTOACOUSTIC TOMOGRAPHY | IMAGE-RECONSTRUCTION | MEAN-VALUE OPERATOR | GENERALIZED RADON-TRANSFORM | WAVE-EQUATION | STATIONARY SETS | COMPUTED-TOMOGRAPHY

OPTOACOUSTIC TOMOGRAPHY | MATHEMATICS, APPLIED | FREQUENCY-DOMAIN RECONSTRUCTION | INTEGRAL GEOMETRY | PHOTOACOUSTIC TOMOGRAPHY | IMAGE-RECONSTRUCTION | MEAN-VALUE OPERATOR | GENERALIZED RADON-TRANSFORM | WAVE-EQUATION | STATIONARY SETS | COMPUTED-TOMOGRAPHY

Journal Article

Advances in Mathematics, ISSN 0001-8708, 11/2017, Volume 320, pp. 1158 - 1184

In this work we prove a Baum–Bott type residue theorem for flags of holomorphic foliations. We prove some relations between the residues of the flag and the...

Residues | Holomorphic foliations | Characteristic classes | Dynamical Systems | Mathematical Physics | Algebraic Topology | K-Theory and Homology | Operator Algebras | Algebraic Geometry | Mathematics | Differential Geometry

Residues | Holomorphic foliations | Characteristic classes | Dynamical Systems | Mathematical Physics | Algebraic Topology | K-Theory and Homology | Operator Algebras | Algebraic Geometry | Mathematics | Differential Geometry

Journal Article

1978, ISBN 9780133296235, xvii, 636

Book

1988, ISBN 9780201156744, xv, 560

Book

2012, ISBN 1848168764, xv, 411

Book

2012, 1, London Mathematical Society monographs, ISBN 9780691136059, Volume 35, xv, 479

This book gives a comprehensive and self-contained introduction to the theory of symmetric Markov processes and symmetric quasi-regular Dirichlet forms. In a...

Markov processes | Statistics | Dirichlet problem | Boundary value problems | Math

Markov processes | Statistics | Dirichlet problem | Boundary value problems | Math

Book

2013, ISBN 146659019X, xii, 431

"Preface In this book, we consider algebra on directed graphs. From combinatorial objects, direct graphs, we establish corresponding algebraic objects which...

Groupoids | Operator theory

Groupoids | Operator theory

Book

10/2015, Springer Proceedings in Mathematics & Statistics, ISBN 3319180401, Volume 131, 406

This contributed volume presents some recent theoretical advances in mathematics and its applications in various areas of science and technology. Written by...

Differential equations, partial | Mathematics

Differential equations, partial | Mathematics

eBook

Demonstratio Mathematica, ISSN 0420-1213, 03/2018, Volume 51, Issue 1, pp. 8 - 16

We show that a group of diffeomorphisms D on the open unit interval I, equipped with the topology of uniform convergence on any compact set of the derivatives...

diffeology | infinite dimensional Lie groups | diffeomorphisms | exponential map | 22E65 | 22E66 | Exponential map | Infinite dimensional Lie groups | Diffeology | Diffeomorphisms | Mathematics - Differential Geometry

diffeology | infinite dimensional Lie groups | diffeomorphisms | exponential map | 22E65 | 22E66 | Exponential map | Infinite dimensional Lie groups | Diffeology | Diffeomorphisms | Mathematics - Differential Geometry

Journal Article

1982, 2nd ed., ISBN 9780387906140, Volume 2, 1982., xiii, 510

Book

2005, Progress in mathematical physics, ISBN 9780817643669, Volume 44, x, 219

Book

Potential analysis, ISSN 0926-2601, 1992

Journal

2007, Progress in nonlinear differential equations and their applications, ISBN 0817681450, Volume 73, x, 234

Maximum principles are bedrock results in the theory of second order elliptic equations. This book contains a detailed description of modern work on the...

Differential equations, Partial | Maximum principles (Mathematics) | Potential theory (Mathematics) | Potential Theory | Mathematics | Partial Differential Equations

Differential equations, Partial | Maximum principles (Mathematics) | Potential theory (Mathematics) | Potential Theory | Mathematics | Partial Differential Equations

Book

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