Fresh contributions to the study of medieval manuscripts, texts, and their creators. This exciting collection of essays is centred on late medieval English manuscripts and their texts. It offers new insights into the works of canonical literary writers, including Geoffrey Chaucer, John Gower, William Langland, Walter Hilton and Nicholas Love, as well as lesser-known texts and manuscripts. It also considers medieval books, their producers, readers, and collectors. It is thus a fitting tribute to one the foremost scholars of the history of the book, Professor Toshiyuki Takamiya, whom it honours. Simon Horobin is Professor of English Language and Literature at the University of Oxford; Linne Mooney is Professor of Medieval English Palaeography in the Department of English and Related Literature at the University of York. Contributors: Timothy Graham, Richard Firth Green, Carrie Griffin, Gareth Griffith, Phillipa Hardman, John Hirsh, Simon Horobin, Terry Jones, Takako Kato, Linne R. Mooney, Mary Morse, James J. Murphy, Natalia Petrovskaia, Susan Powell, Ad Putter, Michael G. Sargent, Eric Stanley, Mayumi Taguchi, Isamu Takahashi, Satoko Tokunaga, R.F. Yeager

What is the function of the mammillary body? Which information is passed through the cuneate fasciculus or the internal arcuate fibers? Which hormones are produced by the paraventricular hypothalamic nucleus? Which nerves and vessels run through the jugular foramen? Which parts of the body are innervated by the accessory nerve? Which cortical regions are affected by a dysfunction of the central sulcus artery?These are frequently asked questions to which a short and precise answer is seldom found in textbooks or other scientific works. These questions - and more - are now answered in the long-awaited Dictionary of Human Neuroanatomy. It will be a useful companion for everyone looking for precise and functional definitions of terms in the field of neuroanatomy, and is absolutely essential for those studying neuroanatomy, and for quick reference.

Numerical Computation of Internal and External Flows Volume 2: Computational Methods for Inviscid and Viscous Flows C. Hirsch, Vrije Universiteit Brussel, Brussels, Belgium This second volume deals with the applications of computational methods to the problems of fluid dynamics. It complements the first volume to provide an excellent reference source in this vital and fast growing area. The author includes material on the numerical computation of potential flows and on the most up-to-date methods for Euler and Navier-Stokes equations. The coverage is comprehensive and includes detailed discussion of numerical techniques and algorithms, including implementation topics such as boundary conditions. Problems are given at the end of each chapter and there are comprehensive reference lists. Of increasing interest, the subject has powerful implications in such crucial fields as aeronautics and industrial fluid dynamics. Striking a balance between theory and application, the combined volumes will be useful for an increasing number of courses, as well as to practitioners and researchers in computational fluid dynamics. Contents Preface Nomenclature Part V: The Numerical Computation of Potential Flows Chapter 13 The Mathematical Formulations of the Potential Flow Model Chapter 14 The Discretization of the Subsonic Potential Equation Chapter 15 The Computation of Stationary Transonic Potential Flows Part VI: The Numerical Solution of the System of Euler Equations Chapter 16 The Mathematical Formulation of the System of Euler Equations Chapter 17 The Lax — Wendroff Family of Space-centred Schemes Chapter 18 The Central Schemes with Independent Time Integration Chapter 19 The Treatment of Boundary Conditions Chapter 20 Upwind Schemes for the Euler Equations Chapter 21 Second-order Upwind and High-resolution Schemes Part VII: The Numerical Solution of the Navier-Stokes Equations Chapter 22 The Properties of the System of Navier-Stokes Equations Chapter 23 Discretization Methods for the Navier-Stokes Equations Index

Ob damals im Studium oder heute bei der Vorbereitung von Vortragen, ob bei der wissenschaftlichen Arbeit oder in Diskussionen zur Funktionsweise des Gehirn- immer und immer wieder kam ich an einen Punkt, an dem ich kurz und knapp Informationen zu einer Struktur haben wollte. In den gangigen Lexika fehlen die meisten Termini, und uber die Lehr-und Handbucher oder uber die Originalarbeiten ist der Zugriff recht langwierig. Kurz und gut: ein Glossar neuroanatomischer und neurofunktionaler Termini musste her. In langjahriger Arbeit entstand nun das vorliegende Glossar, das all jenen helfen soll, die "mal eben" Informationen zu Strukturen des Gehirns nachschlagen wollen. Dabei war es nicht das Ziel, aktuellste Forschungsergebnisse und -diskussionen zu dokumentieren, sondern solide Grundinformationen zusammenzustellen, die helfen, die entsprechende Struktur schnell und effizient in einen Gesamtzusammenhang einzubetten. In diesem Sinne ist das vorliegende Glossar zu verstehen. Ein herzlicher Dank geht an folgende Personen, die alle einen Teil des Glossars tragen: an Herrn Dr. Lange fur die Initiierung des Buches und die reibungsfreie Betreuung, an Frau Wilbertz fur das effiziente Vorantreiben der Produktion, an Frau Dr. Harder fur das Korrekturlesen und die wertvolle Zuarbeit, an meine Familie fur das treue Warten -und, last but not least, an die Firma iAS (www.brainmedia.de) fur die Abbildung auf der Titelseite."

Nachdem in der ersten Ausgabe dieser Schriftenreihe verschiedene Personen der "Ilias" homoopathisch analysiert wurden, sind in dieser Ausgabe zwei Uberlebende des Trojanischen Krieges Ziel des Interesses: Odysseus und Aeneas, zwei Irrfahrer. Neben der Frage der passenden homoopathischen Arzneimittel wird auch die Miasmatik und Psychodynamik Thema. Inhalt: Dieter Elendt: Odysseus - Geschichte eines Werdens Patrick C. Hirsch: Aeneas - Vermachtnis Trojas

Es handelt sich um den Beginn einer Schriftenreihe, die sich zum Ziel setzt, Homoopathie in Relation zu anderen Themen zu setzen. Im Zentrum steht dabei die homoopathische Analyse historischer und fiktiver Personen. Artikel im vorliegenden ersten Band: Rainer G. Appell: Born to run - Johann Heinrich Julius Schliemann Gerhardus Lang: Thetis, Tochter des Nereus. Studie zu Sepia, Tintenfisch Karla Fischer und Dieter Elendt: Helena: Bewundert viel und viel gescholten Rainer G. Appell: Der tiefe Fall ins Tal der Tranen. Helena - zwischen Gottin und vermeintlichem Luder Patrick C. Hirsch: Agamemnon in der Ilias - eine homoopathische Analyse Dieter Elendt: Einer totet den anderen: Patroklos - Hektar - Achilleus - Paris Patrick C. Hirsch: Hero in Iliad: Diomedes - Homers Lieblingsheld Dieter Elendt: Thersites - Apologie eines Feiglings Anonymus: Der Limerick. Beispiele einer textkritischen Analyse vom Blickwinkel der tiefenpsychologischen Homoopathie, Teil 1: Einfuhrung in die Grundproblematik anhand eines mutmasslich homerischen Limeric

Numerical Computation of Internal and External Flows Volume 1: Fundamentals of Numerical Discretization C. Hirsch, Vrije Universiteit Brussel, Brussels, Belgium This is the first of two volumes which together describe comprehensively the theory and practice of the numerical computation of internal and external flows. In this volume, the author explains the use of basic computational methods to solve problems in fluid dynamics, comparing these methods so that the reader can see which would be the most appropriate to use for a particular problem. The book is divided into four parts. In the first part, mathematical models are introduced. In the second part, the various numerical methods are described, while in the third and fourth parts the workings of these methods are investigated in some detail. Volume 2 will be concerned with the applications of numerical methods to flow problems, and together the two volumes will provide an excellent reference for practitioners and researchers working in computational fluid mechanics and dynamics. Contents Preface Nomenclature Part 1 The Mathematical Models for Fluid Flow Simulations at Various Levels of Approximation Introduction Chapter 1 The Basic Equations of Fluid Dynamics Chapter 2 The Dynamic Levels of Approximation Chapter 3 The Mathematical Nature of the Flow Equations and their Boundary Conditions Part II Basic Discretization Techniques Chapter 4 The Finite Difference Method Chapter 5 The Finite Element Method Chapter 6 Finite Volume Method and Conservative Discretizations Part III The Analysis of Numerical Schemes Chapter 7 The Concepts of Consistency, Stability and Convergence Chapter 8 The Von Neumann Method for Stability Analysis Chapter 9 The Method of the Equivalent Differential Equation for the Analysis of Stability Chapter 10 The Matrix Method for Stability Analysis Part IV The Resolution of Discretized Equations Chapter 11 Integration Methods for Systems of Ordinary Differential Equations Chapter 12 Iterative Methods for the Resolution of Algebraic Systems Appendix Thomas Algorithm for Tridiagonal Systems Index