Linear And Quasi-linear Equations – CDs, Bücher, Super Audio CDs und mehr, Seite 3 online kaufen

Timothy G. Feeman
Applied Linear Algebra and Matrix Methods

This textbook is designed for a first course in linear algebra for undergraduate students from a wide range of quantitative and data driven fields. By focusing on applications and implementation, students…

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Ander Perrino, Kontrabass

Ander Perrino (Kontrabass), Jarkko Riihimäki (Klavier)

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Ludwig van Beethoven (1770-1827)

Sämtliche Klavierwerke

Rudolf Buchbinder (Klavier)

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16 CDs

James D. Hicks - Nordic Journey Vol.16 "Germanic Connections"

James D. Hicks (Orgeln Pauluskirche Ulm)

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2 CDs

Andrew von Oeyen - Bach / Beethoven

Andrew von Oeyen (Klavier)

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Michael E. Taylor
Partial Differential Equations II

This second in the series of three volumes builds upon the basic theory of linear PDE given in volume 1, and pursues more advanced topics. Analytical tools introduced here include pseudodifferential opera…

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Tigran Mansurian (geb. 1939)

Violinkonzert Nr. 2 "Vier ernste Gesänge"

Patricia Kopatchinskaja, Anja Lechner, Amsterdam Sinfonietta, Candida Thompson

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Rebecca Clarke (1886-1979)

Klavierwerke

Simon Callaghan (Klavier)

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Advances in Linear and Nonlinear Continuum and Structural Mechanics

This book offers a current image of modern mechanics. The book reflects current state of the art in the field of continuum mechanics and mechanics of structures including recent achievements in classic an…

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Alexander Scriabin (1872-1915)

Klavierwerke Vol.1

Soyeon Kate Lee (Klavier)

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Whitesnake

The Purple Tour (Live)

Auf ihrem 12. Longplayer »The Purple Album«, das 2015 erschien, widmeten sich Whitesnake der Zeit in den Siebzigern, in der David Coverdale Sänger bei Deep Purple war. Das Album und die folgende Tour über…

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Leonid Positselski
Semi-Infinite Algebraic Geometry of Quasi-Coherent Sheaves on Ind-Schemes

Semi-Infinite Geometry is a theory of "doubly infinite-dimensional" geometric or topological objects. In this book the author explains what should be meant by an algebraic variety of semi-infini…

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Hyde Clarke
Sovereign and Quasi sovereign states: their debts to foreign countries

Reprint of the original, first published in 1879. The Antigonos publishing house specialises in the publication of reprints of historical books. We make sure that these works are made available to the pub…

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Hyde Clarke
Sovereign and Quasi sovereign states: their debts to foreign countries

Reprint of the original, first published in 1879. The Antigonos publishing house specialises in the publication of reprints of historical books. We make sure that these works are made available to the pub…

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Salzburg Biennale - Festival for New Music 2009

Hsin-Huei Huang, Arcangel, Nicolas Hodges, Piroska Molnar, Miki Skuta, Florian Birsak, Mayumi Miyata, Noriko Shiozaki, Arabella Hirner, Nicolas Hodges, Luigi Gaggero, Frank Stadler, Quatuor Diotima, Stadl…

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4 CDs

Yacine Chitour, Mario Sigalotti, Paolo Mason
Dynamics and Stability of Continuous-Time Switched Linear Systems

Linear switched systems are a fascinating field of research, with many theoretical questions arising from applications which require sophisticated mathematical tools for their resolution. This monograph p…

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Bruno Cordani
Geography of Order and Chaos in Mechanics

This monograph explores the dynamics in the particular but very important and significant case of quasi-integrable Hamiltonian systems, or integrable systems slightly perturbed by other forces. With both …

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Miguel Ángel Sánchez Martínez
Linear and Nonlinear Optical Responses of Chiral Multifold Semimetals

Since the initial predictions for the existence of Weyl fermions in condensed matter, many different experimental techniques have confirmed the existence of Weyl semimetals. Among these techniques, optica…

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Stephen Hough - The Erato Years 1987-1998

Stephen Hough, Ronan O'Hora, Halle Orchestra, BBC Symphony Orchestra, Bryden Thomson, Andrew Davis

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9 CDs

Maciej Dunajski
Solitons, Instantons, and Twistors

The book provides a self-contained and accessible introduction to integrable systems. It starts with an introduction to integrability of ordinary and partial differential equations, and goes on to explore…

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