A Variorum Edition

The Works of Edmund Spenser

Kernstrukturen des Sachenrechts

Zwischen Mystik und Pädagogik: Die Schattenseiten des anthroposophischen Bildungssystems

Der Waldorf-Komplex

Les noms révolutionnaires des communes de France; listes par départements et liste générale alphabétique

Financial Responsibility,Controls and Ethics

Corporate Governance

Er könnte Kult werden: der Schwobbel [...]

Für Fans von verrückten und coolen Geschichten I Lustiges Kinderbuch ab 9 Jahren

Der Schwobbel – Ein Schleim zieht ein

Bruschetta - Croissants - Crostini - Focaccia

Toast!

Schlangen

Three Generations Amid Tradition, Modernity, and Multiculturalism

The Sikh Diaspora in Vancouver

A Novel

Uncle Brother

Benjamin Blümchen und die Eisbär-Babys

Depuis la révocation de l'Édit de Nantes jusqu'a la révolution française, 1685-1789 Volume; Volume 1

Histoire des pasteurs du désert

Dandelion Wine

Western Balkans

An Analysis of Sönke Wortmann¿s The Miracle of Bern based on the Prototype of the American Sports Film of the 1980s

Is German Film moving towards a `New Patriotism´?

From a review of the first edition: 'The author has provided a well-written review of the major areas to be covered by anyone entering this field...a useful text for students, engineers, scientists, and surgeons wishing to explore this field.' Journal of Metals

An Introduction

Biomaterials

Roman | Spicy Dark Mafia Romance

Game of Betrayal

From Camel to Truck

The Massachusetts Collegian [microform]; Sep 26 1945 - May 23 1946

"Brooks's aim--to enrich his reader's thinking about identity--was certainly fulfilled for this reader, and should be for anyone who has a broad education including the literary territory which the book takes for granted. Readers with a different background, such as my students, might find Brooks's approach rambling and elitist. Let us be thankful that there is still room in publishing today for such a rewarding elitist ramble."---John Joseph, European Legacy

Enigmas of Identity

Oakee Doakee and the Hate Wave

Geometric Design Tolerancing: Theories, Standards and Applications

Rogue Squadron: Star Wars Legends (Rogue Squadron)

"The central theme [in this book] is the regularity theory for mean curvature flow leading to a clear simplified proof of Brakke's main regularity theorem for this special case.... [The] author gives a detailed account of techniques for the study of singularities and expresses the underlying ideas almost entirely in the language of differential geometry and partial differential equations.... This is a very nice book. The presentations are very clear and direct. Graduate students and researchers in differential geometry and partial differential equations will benefit from this work."
—Mathematical Reviews
"For the last 20 years, the computational and theoretical study and application of generalized motion by mean curvature and more general curvature flows have had enormous impact in diverse areas of pure and applied mathematics. Klaus Ecker's new book provides an attractive, elegant, and largely self-contained introduction to the study of classical mean curvature flow, developing some fundamental ideas from minimal surface theory...all with the aim of proving a version of Brakke's regularity theorem and estimating the size of the 'singular set.' In order to limit technicalities, the discussion is basically limited to classical flows up until a first singularity develops. This makes the book very readable and suitable for students and applied mathematicians who want to gain more insight into the subtleties of the subject."
—SIAM Review
"This book offers an introduction to Brakke's reuglarity theory for the mean curvature flow, incorporating many simplifications of the arguments, which have been found during the last decades." ---Monatshefte für Mathematik
"The book...is a short and very readable account on recent results obained about the structure of singularities. [I]t is definitely an intersting purchase if one wants to gain some technical insight in related nonlinear evolution problems such as the harmonic map heat flow or Hamilton's Ricci flow for metrics." ---Mathematical Society

The Works of Edmund Spenser

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