How Berlin captivated Hitler's imagination, and how he sought to redesign the city to align with his obsessions and ambitions From his first visit to Berlin in 1916, Hitler was preoccupied and fascinated by Germany's great capital city. In this vivid and entirely new account of Hitler's relationship with Berlin, Thomas Friedrich explores how Hitler identified with the city, how his political aspirations were reflected in architectural aspirations for the capital, and how Berlin surprisingly influenced the development of Hitler's political ideas.
A leading expert on the twentieth-century history of Berlin, Friedrich employs new and little-known German sources to track Hitler's attitudes and plans for the city. Even while he despised both the cosmopolitan culture of the Weimar Republic and the profound Jewish influence on the city, Hitler was drawn to the grandiosity of its architecture and its imperial spirit. He dreamed of transforming Berlin into a capital that would reflect his autocracy, and he used the city for such varied purposes as testing his anti-Semitic policies and demonstrating the might of the Third Reich. Illuminating Berlin's burdened years under Nazi subjection, Friedrich offers new understandings of Hitler and his politics, architectural views, and artistic opinions.

Hitler's Berlin: Abused City

History

Friedrich, Thomas

Europe

Yale University Press

This book is devoted to differential forms and their applications in various areas of mathematics and physics. Well-written and with plenty of examples, this introductory textbook originated from courses on geometry and analysis and presents a widely used mathematical technique in a lucid and very readable style. The authors introduce readers to the world of differential forms while covering relevant topics from analysis, differential geometry, and mathematical physics. 
The book begins with a self-contained introduction to the calculus of differential forms in Euclidean space and on manifolds. Next, the focus is on Stokes' theorem, the classical integral formulas and their applications to harmonic functions and topology. The authors then discuss the integrability conditions of a Pfaffian system (Frobenius's theorem). Chapter 5 is a thorough exposition of the theory of curves and surfaces in Euclidean space in the spirit of Cartan. The following chapter covers Lie groups and homogeneous spaces. Chapter 7 addresses symplectic geometry and classical mechanics. The basic tools for the integration of the Hamiltonian equations are the moment map and completely integrable systems (Liouville-Arnold Theorem). The authors discuss Newton, Lagrange, and Hamilton formulations of mechanics. Chapter 8 contains an introduction to statistical mechanics and thermodynamics. The final chapter deals with electrodynamics. The material in the book is carefully illustrated with figures and examples, and there are over 100 exercises. 
Readers should be familiar with first-year algebra and advanced calculus. The book is intended for graduate students and researchers interested in delving into geometric analysis and its applications to mathematical physics.

Global Analysis: Differential Forms in Analysis, Geometry, and Physics (Graduate Studies in Mathematics, 52)

Science & Math

Agricola, Ilka

Mathematics

Amer Mathematical Society

Photographs capture the faces and lifestyle of Germany during the 1920s, showing the now-destroyed archetucture, the art and film fads, and the busy street scenes and recreational outings that were a part of that period

Berlin Between the Wars

Arts & Photography

Vendome Press

This is a pre-1923 historical reproduction that was curated for quality. Quality assurance was conducted on each of these books in an attempt to remove books with imperfections introduced by the digitization process. Though we have made best efforts - the books may have occasional errors that do not impede the reading experience. We believe this work is culturally important and have elected to bring the book back into print as part of our continuing commitment to the preservation of printed works worldwide.

Biographie des Barkiden Mago: Ein Beitrag zur Kritik des Valerius Antias

Biographies & Memoirs

BiblioLife

Kabiren Und Keilinschriften (English and German Edition)

Biographie Des Barkiden Mago: Ein Beitrag Zur Kritik Des Valerius Antias (German Edition)

Nabu Press

College Writing: Entertaining Writing on Everyday Topics

Reference

Writing, Research & Publishing Guides

Cognella Academic Publishing

Das vorliegende Lehrbuch führt in alle unterrichtsrelevanten Themen der Elementargeometrie ein. Es eignet sich als Begleitbuch zur gleichnamigen Vorlesung für Studierende des Lehramts Mathematik sowohl in den Bachelor- als auch in den Staatsexamensstudiengängen. Die beiden letzten Kapitel eignen sich für vertiefende Lehrveranstaltungen und bieten viele mögliche Themen für Seminar- und Studienarbeiten. Die 4. Auflage wurde sorgfältig überarbeitet und erweitert. Manche Themenkomplexe sind nun ausführlicher dargestellt worden. Einige Abbildungen geometrischer Modelle wurden ergänzt und die Anzahl der Übungsaufgaben wurde weiter erhöht. Am Ende des Buches findet der Leser Lösungen ausgewählter Aufgaben zu allen Kapiteln; das Buch ist so sehr gut zur Prüfungsvorbereitung geeignet. Die Autoren bieten darüber hinaus einen besonderen Service an: Jeder Studierende, der beim Lösen der Übungsaufgaben auf Schwierigkeiten stößt, kann sich per E-Mail direkt an die Autoren wenden.

Elementargeometrie: Fachwissen für Studium und Mathematikunterricht (German Edition)

Springer Spektrum

Dieses Lehrbuch eignet sich als Fortsetzungskurs in Analysis nach den Grundvorlesungen im ersten Studienjahr. Die Vektoranalysis ist ein klassisches Teilgebiet der Mathematik mit vielfältigen Anwendungen, zum Beispiel in der Physik. Das Buch führt die Studierenden in die Welt der Differentialformen und Analysis auf Untermannigfaltigkeiten des Rn ein. Teile des Buches können auch sehr gut für Vorlesungen in Differentialgeometrie oder Mathematischer Physik verwendet werden. Der Text enthält viele ausführliche Beispiele mit vollständigem Lösungsweg, die zur Übung hilfreich sind. Zahlreiche Abbildungen veranschaulichen den Text. Am Ende jedes Kapitels befinden sich weitere Übungsaufgaben. In der ersten Auflage erschien das Buch unter dem Titel "Globale Analysis". Der Text wurde an vielen Stellen überarbeitet. Fast alle Bilder wurden neu erstellt. Inhaltliche Ergänzungen wurden u. a. in der Differentialgeometrie sowie der Elektrodynamik vorgenommen.

Vektoranalysis: Differentialformen in Analysis, Geometrie und Physik (German Edition)

Vieweg+Teubner Verlag

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