Dr. 

Contents:



From Invariance Groups to Field-Theoretical Anomalies: 

Introduction

Investigation of the Invariance Group in the Three Fundamental Fields Model

A Consistent Operator Solution for the Thirring Model

Lagrangian Method for Chiral Symmetries

Structure of Phenomenological Lagrangians

The Conformal Invariance in Quantum Field Theory

Scale Invariance, Conformal Invariance, and the High Energy Behavior of Scattering Amplitudes

Consequence of Anomalous Ward Identities 



Supersymmetry and Supergravity:



Introduction

Supergauge Transformations in Four Dimensions

A Langrangian Model Invariant under Supergauge Transformations

Supersymmetry and Internal Symmetry

Supergauge Invariant Extension of Quantum Electrodynamics

Superspace Formulation of Supergravity

The Component Formalism Follows from the Superspace Formulation of Supergravity

Supersymmetry Breaking through a Cosmological Constant



Quantum Groups and Non-Commutative Spaces:



Introduction

Covariant Differential Calculus on the Quantum Hyperplane

A q-deformed Lorentz Algebra

A q-deformed Poincaré Algebra

Representations of a q-deformed Heisenberg Algebra

Dynamical Symmetries in q-deformed Quantum Mechanics

Non-commutative Euclidian and Minkowski Structures

Gauge Theory on Non-Commutative Spaces

The Standard Model on Non-Commutative Space-Time

Gauge Theories on Non-Commutative Spaces as a Background of the Future Physics?



Biographical Writings:



Autobiography

Curriculum Vitae

Bibliography 

Julius Wess

Contents: 

Solar System: Planets, Atmospheres and Life The Planets

Introduction

The inner planets

The Giant (outer) planets

Planetary Atmospheres



Introduction

Physical properties of a planetary atmosphere

Origin of Planetary Atmospheres

Planetary Environments and the Evolution of Life

Reminiscences and Commentaries: 

My American Period (1953–1981)

Post-doctoral Experience – My years at a US Military Research Center (1953-1960)

NASA – Pioneering Years of Space Research (1961–1981)

My Late Austrian Academic Career (1981–2003)

Biographical and Bibliographical Writings

Curriculum Vitae

List of Publications

Appendices 

Siegfried J. Bauer

Contents:



1. Research on Neurotransmitter Treatments for Neurological Disease,

1.1 The first public scientific presentation of the discovery of the dopamine deficit in Parkinson´s diseases;

1.2. Distribution of noradrenaline and dopamine (3-hydroxytyramine) in the human brain and their behavior in diseases of the extrapyramidal system;

1.3 The effect of L-3,4-dihydroxyphenylalanine (=DOPA) on akinesia in parkinsonism;

1.4 Dopamine (3-hydroxytyramine) and brain function;

1.5 The occurrence of dopamine (3-hydroxytyramine) in the central nervous system: Its relationship to Parkinsonism.



2. Reminiscences and outside Commentaries;

2.1 How L-DOPA was discovered as a drug for Parkinson´s disease 40 years ago;

2.1 Outside commentaries.



3 Autobiographical and Bibliographical Writings;

3.1 A Personal research record: Mostly Dopamine and mostly Parkinson´s disease;

3.2 Curriculum vitae;

3.3 List of publications 

Oleh Hornykiewicz

Aus dem Inhalt:



Leitideen für Kybernetik und Informatik



Die zukünftigen Möglichkeiten der Informationsverarbeitung und der weltweiten Kommunikation



Philosophische Konsequenzen der Informatik und der Kybernetik



Erinnerungen und Kommentare



Biographie und Bibliographie 

Classics of World Science, Vol. 8

Heinz Zemanek

From the Foreword:

Edmund Hlawka is the most famous living Austrian mathematician and a prominent university teacher in Vienna. He contributed important theorems to the geometry of numbers, to the theory of uniform distribution, and to numerical integration.

In this book, the editor attempts to summarize Hlawka´s results from 1935 to his 85th birthday in 2001. The book can also be considered as an introduction to a comprehensive review which still seems to be missing, on the history of Austrian mathematics in the XXth century.  

Edmund Hlawka

Aus dem Vorwort: Ein hervorragender Physiker und Philantrop, der u.a. mit Werner Heisenberg gearbeitet hat, legt ein physikalisches Testament zu den Themen der Interpretation der Quantentheorie, über das frühe Universum und zur Physikgeschichte vor.  

Classics of the World

Gernot Eder

Aus dem Inhalt:

Vorwort von Walter Thirring – Gauge Theory of Fundamental Interactions –Reminiscences and Commentaries –Biography and Bibliography 

Stepan S. Moskaliuk

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