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Die Hard Quadrilogy
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When Bruce Willis exploded onto the big screen as John McClane, a smart, funny, one-of-a-kind New York City cop who lands in one-of-a-kind predicaments, millions of fans worldwide cheered him on, and the bar for action films was forever raised. Now available in one action-packed collection are all four Die Hard films that took the world by storm! Die Hard: In the high-rise, high--stakes Die Hard series opener, Detective John McClane heads for Los Angeles to spend the holidays with his estranged wife, Holly (Bonnie Bedelia). But while McClane waits for Holly's office party to end, terrorists take control of the building. And as their sinister leader (Alan Rickman) and his savage henchmen round up hostages, McClane gets ready to launch a one-man war - as only McClane can! Die Hard 2 - Die Harder: Off-duty in the nations capital, McClane spends his Christmas Eve battling a team of terrorists and their murderous leader (William Sadler), who have taken over a major international airport. While he copes with an inept airport police chief (Dennis Franz) and the knowledge that his wife (Bonnie Bedelia) is trapped in a plane desperately low on fuel, circling overhead! Die Hard With A Vengeance: Exploding with special effects, comedy and non-stop thrills, the third chapter of the Die Hard series finds McClane the personal target of a terrorist (Jeremy Irons) determined to blow up New York City if he doesn't get what he wants. Accompanied by a reluctant civilian (Samuel L. Jackson), McClane engages in a tense battle of wits with a psychopathic genius in this thrill-a-minute adventure that grabs you and doesn't let go! Die Hard 4.0: The best is back in action in the latest instalment of the pulse-pounding, thrill-a-minute Die Hard action films. New York City detective John McClane (Bruce Willis) delivers old-school justice to a new breed of terrorists when a massive computer attack on the U.S infrastructure threatens to shut down the entire country over Independence Day weekend. Locked and loaded with real stunts, genuine humour and non-stop excitement, Die Hard 4.0 is the most explosive action movie of the year. Yippee-ki-yay! Special Features: Die Hard 2 Featurette Die Hard 2: Die Hard 2 Featurette. Cast Biographies. Theatrical Trailer. Die Hard 4.0: Audio Commentary by Bruce Willis and Director Len Wiseman Die Hard Featurette Die Hard With A Vengeance: Includes Audio Commentary by Director John McTiernan Die Hard With A Vengeance: Includes Audio Commentary by Director John McTiernan. Die Hard: Die Hard Featurette. Cast Biographies. Theatrical Trailer. Die Hare 4.0: Audio Commentary by Bruce Willis, Director Len Wisemen and Editor

Anbieter: Zavvi
Stand: 27.09.2020
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Die württembergische Tabea
30,00 € *
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Eine sehbehinderte Frau, die ihre Hände zum Beten faltet - so präsentiert der Hofmaler Isaak Lieffkopf die zum württembergischen Pietismus zählende Stuttgarter Juristentochter Beata Sturm (1682- 1730). Und ihr Biograph Georg Conrad Rieger (1687-1743) gibt mit seiner Titelformulierung, in der er die Frau mit der aus dem Neuen Testament bekannten Tabea oder Tabita (Apg 9) vergleicht, zu erkennen, wer sie eigentlich war: eine Jüngerin Jesu, die viele gute Werke tat und an der die Krankheit und Tod besiegende Macht Gottes sichtbar wurde.Am liebsten wäre sie "Prediger" geworden, bekannte Beata Sturm ihrem Seelsorger Rieger. Gleich nach ihrem Tod begann er ihre Biographie zu schreiben. In Württemberg wurde "Jungfer Sturmin" nach ihrem Tod wie eine Heilige verehrt, und Rieger bemüht sich in seiner auf persönlichen Kenntnissen beruhenden Biographie, ihr Leben und Wirken so zu schildern, dass sie möglichst vielen zum Vorbild werden konnte. Sein Buch ist ein Beispiel evangelischer Hagiographie und gibt aber zeitgenössische Einblicke in die Frömmigkeits- und Lebenspraxis des frühen 18. Jahrhunderts.[The Württembergian Tabea. Biography of the exemplary pietist Beata Sturm (1682-1730)]A woman, weak of vision, folding her hands in prayer - this is how the court painter Isaak Lieffkopf depicted the pietist Beata Sturm (1682-1730) from Stuttgart. In the title of his book her biographer Georg Conrad Rieger (1687-1743) compares her to the woman Tabitha (Acts 9) from the New Testament, thus indicating who she actually was: a disciple of Jesus, who did much good, gave many alms and in whom God's power over illness and death was demonstrated.Beata Sturm confessed to Rieger, her pastoral counsellor, that she would have preferred to become a "preacher". Shortly after her death, Rieger started to write her biography. In Württemberg, "maid Sturmin" was worshipped like a saint after her death. Similarly, in his biography that contains personal knowledge of Beata Sturm, Riegeraims to depict her life and work in a way that she could become a role model for many. His book is an example of a Protestant hagiography, but also includes contemporal insights into the practice of piety in the life in the early 18th century.Martin H. Jung is Professor of Historical Theology at the University of Osnabrück. Since 1999 he is a member of the Historical Commission for the Study of Pietism. The exploration of pietism in Württemberg has been one of his main research subjects since his PhD.

Anbieter: buecher
Stand: 27.09.2020
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Die württembergische Tabea
30,90 € *
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Eine sehbehinderte Frau, die ihre Hände zum Beten faltet - so präsentiert der Hofmaler Isaak Lieffkopf die zum württembergischen Pietismus zählende Stuttgarter Juristentochter Beata Sturm (1682- 1730). Und ihr Biograph Georg Conrad Rieger (1687-1743) gibt mit seiner Titelformulierung, in der er die Frau mit der aus dem Neuen Testament bekannten Tabea oder Tabita (Apg 9) vergleicht, zu erkennen, wer sie eigentlich war: eine Jüngerin Jesu, die viele gute Werke tat und an der die Krankheit und Tod besiegende Macht Gottes sichtbar wurde.Am liebsten wäre sie "Prediger" geworden, bekannte Beata Sturm ihrem Seelsorger Rieger. Gleich nach ihrem Tod begann er ihre Biographie zu schreiben. In Württemberg wurde "Jungfer Sturmin" nach ihrem Tod wie eine Heilige verehrt, und Rieger bemüht sich in seiner auf persönlichen Kenntnissen beruhenden Biographie, ihr Leben und Wirken so zu schildern, dass sie möglichst vielen zum Vorbild werden konnte. Sein Buch ist ein Beispiel evangelischer Hagiographie und gibt aber zeitgenössische Einblicke in die Frömmigkeits- und Lebenspraxis des frühen 18. Jahrhunderts.[The Württembergian Tabea. Biography of the exemplary pietist Beata Sturm (1682-1730)]A woman, weak of vision, folding her hands in prayer - this is how the court painter Isaak Lieffkopf depicted the pietist Beata Sturm (1682-1730) from Stuttgart. In the title of his book her biographer Georg Conrad Rieger (1687-1743) compares her to the woman Tabitha (Acts 9) from the New Testament, thus indicating who she actually was: a disciple of Jesus, who did much good, gave many alms and in whom God's power over illness and death was demonstrated.Beata Sturm confessed to Rieger, her pastoral counsellor, that she would have preferred to become a "preacher". Shortly after her death, Rieger started to write her biography. In Württemberg, "maid Sturmin" was worshipped like a saint after her death. Similarly, in his biography that contains personal knowledge of Beata Sturm, Riegeraims to depict her life and work in a way that she could become a role model for many. His book is an example of a Protestant hagiography, but also includes contemporal insights into the practice of piety in the life in the early 18th century.Martin H. Jung is Professor of Historical Theology at the University of Osnabrück. Since 1999 he is a member of the Historical Commission for the Study of Pietism. The exploration of pietism in Württemberg has been one of his main research subjects since his PhD.

Anbieter: buecher
Stand: 27.09.2020
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FAUST (Illustrated & Translated into English in...
0,49 € *
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Faust is Goethe's magnum opus and considered by many to be one of the greatest works of German literature. The story takes place in multiple settings, the first of which is heaven. Mephistopheles makes a bet with God - he says that he can lure God's favorite human being - Faust, who is striving to learn everything that can be known, away from righteous pursuits. Faust makes an arrangement with the devil - the devil will do everything that Faust wants while he is here on Earth, and in exchange Faust will serve the devil in Hell. In Faust, Goethe focuses on social phenomena such as psychology, history and politics, in addition to mystical and philosophical topics. Faust does not seek power through knowledge, but access to transcendent knowledge incomprehensible to the rational being. Here Goethe's mysticism asserts itself clearly. Johann Wolfgang von Goethe (1749-1832) was a German writer and statesman, best known for his tragic play, Faust. His body of work includes epic and lyric poetry written in a variety of meters and styles, prose and verse dramas, memoirs, literary and aesthetic criticism, novels, numerous literary and scientific fragments and many more. A literary celebrity by the age of 25, Goethe was ennobled by the Duke of Saxe-Weimar, Karl August, following the success of his first novel, The Sorrows of Young Werther. He was also an early participant in the Sturm und Drang literary movement.

Anbieter: buecher
Stand: 27.09.2020
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FAUST (Illustrated & Translated into English in...
0,49 € *
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Faust is Goethe's magnum opus and considered by many to be one of the greatest works of German literature. The story takes place in multiple settings, the first of which is heaven. Mephistopheles makes a bet with God - he says that he can lure God's favorite human being - Faust, who is striving to learn everything that can be known, away from righteous pursuits. Faust makes an arrangement with the devil - the devil will do everything that Faust wants while he is here on Earth, and in exchange Faust will serve the devil in Hell. In Faust, Goethe focuses on social phenomena such as psychology, history and politics, in addition to mystical and philosophical topics. Faust does not seek power through knowledge, but access to transcendent knowledge incomprehensible to the rational being. Here Goethe's mysticism asserts itself clearly. Johann Wolfgang von Goethe (1749-1832) was a German writer and statesman, best known for his tragic play, Faust. His body of work includes epic and lyric poetry written in a variety of meters and styles, prose and verse dramas, memoirs, literary and aesthetic criticism, novels, numerous literary and scientific fragments and many more. A literary celebrity by the age of 25, Goethe was ennobled by the Duke of Saxe-Weimar, Karl August, following the success of his first novel, The Sorrows of Young Werther. He was also an early participant in the Sturm und Drang literary movement.

Anbieter: buecher
Stand: 27.09.2020
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Operator Relations Characterizing Derivatives
74,51 € *
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This monograph develops an operator viewpoint for functional equations in classical function spaces of analysis, thus filling a void in the mathematical literature. Major constructions or operations in analysis are often characterized by some elementary properties, relations or equations which they satisfy. The authors present recent results on the problem to what extent the derivative is characterized by equations such as the Leibniz rule or the Chain rule operator equation in Ck-spaces. By localization, these operator equations turn into specific functional equations which the authors then solve. The second derivative, Sturm-Liouville operators and the Laplacian motivate the study of certain "second-order" operator equations. Additionally, the authors determine the general solution of these operator equations under weak assumptions of non-degeneration. In their approach, operators are not required to be linear, and the authors also try to avoid continuity conditions. The Leibniz rule, the Chain rule and its extensions turn out to be stable under perturbations and relaxations of assumptions on the form of the operators. The results yield an algebraic understanding of first- and second-order differential operators. Because the authors have chosen to characterize the derivative by algebraic relations, the rich operator-type structure behind the fundamental notion of the derivative and its relatives in analysis is discovered and explored.The book does not require any specific knowledge of functional equations. All needed results are presented and proven and the book is addressed to a general mathematical audience.

Anbieter: Dodax
Stand: 27.09.2020
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Fourier Analysis and Its Applications
55,59 € *
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A carefully prepared account of the basic ideas in Fourier analysis and its applications to the study of partial differential equations. The author succeeds to make his exposition accessible to readers with a limited background, for example, those not acquainted with the Lebesgue integral. Readers should be familiar with calculus, linear algebra, and complex numbers. At the same time, the author has managed to include discussions of more advanced topics such as the Gibbs phenomenon, distributions, Sturm-Liouville theory, Cesaro summability and multi-dimensional Fourier analysis, topics which one usually does not find in books at this level. A variety of worked examples and exercises will help the readers to apply their newly acquired knowledge.

Anbieter: Dodax
Stand: 27.09.2020
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Fourier Series and PDEs
129,00 CHF *
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Learn the essential analytic and quantitative techniques for solving partial differential equations The importance of partial differential equations (PDEs) in modeling phenomena in engineering as well as in the physical, natural, and social sciences is well known by students and practitioners in these fields. Striking a balance between theory and applications, Fourier Series and Numerical Methods for Partial Differential Equations presents an introduction to the analytical and numerical methods that are essential for working with partial differential equations. Combining methodologies from calculus, introductory linear algebra, and ordinary differential equations (ODEs), the book strengthens and extends readers' knowledge of the power of linear spaces and linear transformations for purposes of understanding and solving a wide range of PDEs. The book begins with an introduction to the general terminology and topics related to PDEs, including the notion of initial and boundary value problems and also various solution techniques. Subsequent chapters explore: * The solution process for Sturm-Liouville boundary value ODE problems and a Fourier series representation of the solution of initial boundary value problems in PDEs * The concept of completeness, which introduces readers to Hilbert spaces * The application of Laplace transforms and Duhamel's theorem to solve time-dependent boundary conditions * The finite element method, using finite dimensional subspaces * The finite analytic method with applications of the Fourier series methodology to linear version of non-linear PDEs Throughout the book, the author incorporates his own class-tested material, ensuring an accessible and easy-to-follow presentation that helps readers connect presented objectives with relevant applications to their own work. Maple(TM) is used throughout to solve many exercises, and a related Web site features Maple worksheets for readers to use when working with the book's one- and multi-dimensional problems. Fourier Series and Numerical Methods for Partial Differential Equations is an ideal book for courses on applied mathematics and partial differential equations at the upper-undergraduate and graduate levels. It is also a reliable resource for researchers and practitioners in the fields of mathematics, science, and engineering who work with mathematical modeling of physical phenomena, including diffusion and wave aspects.

Anbieter: Orell Fuessli CH
Stand: 27.09.2020
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Von Rang und Namen
55,90 CHF *
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Wolfgang Spohn is an eminent figure in contemporary analytic philosophy. Though best known for his seminal work in formal epistemology, in particular for the inception and development of ranking theory, his philosophical interests are much broader, covering virtually all parts of theoretical philosophy. This collection of essays from colleagues, friends and former students reflects the wide variety of Spohn's philosophical interests. It contains articles on epistemology (e.g., the nature of knowledge and belief, ranking theory, formal theories of belief and its revision), theory of science (e.g., causality, induction, laws of nature), philosophy of language (e.g., theories of meaning, the semantics of counterfactuals) and philosophy of mind (e.g., intentionality, intuitions, free will) as well as on logic, ontology and game theory. The authors: Ansgar Beckermann, Wolfgang Benkewitz, Bernd Buldt, Ralf Busse, Christoph Fehige, Wolfgang Freitag, Gordian Haas, Volker Halbach, Franz Huber, Andreas Kemmerling, Manfred Kupffer, Hannes Leitgeb, Godehard Link, Arthur Merin, Thomas Müller, Julian Nida-Rümelin, Martine Nida-Rümelin, Hans Rott, Holger Sturm, Thomas Ede Zimmermann and Alexandra Zinke.

Anbieter: Orell Fuessli CH
Stand: 27.09.2020
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Introductory Applications of Partial Differenti...
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INTRODUCTORY APPLICATIONS OF PARTIAL DIFFERENTIAL EQUATIONS With Emphasis on Wave Propagation and Diffusion This is the ideal text for students and professionals who have somefamiliarity with partial differential equations, and who now wishto consolidate and expand their knowledge. Unlike most other textson this topic, it interweaves prior knowledge of mathematics andphysics, especially heat conduction and wave motion, into apresentation that demonstrates their interdependence. The result isa superb teaching text that reinforces the reader's understandingof both mathematics and physics. Rather than presenting themathematics in isolation and out of context, problems in this textare framed to show how partial differential equations can be usedto obtain specific information about the physical system beinganalyzed. Designed for upper-level students, professionals and researchers inengineering, applied mathematics, physics, and optics, ProfessorLamb's text is lucid in its presentation and comprehensive in itscoverage of all the important topic areas, including: * One-Dimensional Problems * The Laplace Transform Method * Two and Three Dimensions * Green's Functions * Spherical Geometry * Fourier Transform Methods * Perturbation Methods * Generalizations and First Order Equations In addition, this text includes a supplementary chapter of selectedtopics and handy appendices that review Fourier Series, LaplaceTransform, Sturm-Liouville Equations, Bessel Functions, andLegendre Polynomials.

Anbieter: Orell Fuessli CH
Stand: 27.09.2020
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