Quantum Mathematical Physics: A Bridge between Mathematics and Physics by Felix Finster , Johannes Kleiner , Christian Röken , Jürgen Tolksdorf in pdf

 Quantum Mathematical Physics: A Bridge between Mathematics and Physics by Felix Finster , Johannes Kleiner , Christian Röken , Jürgen Tolksdorf in pdf

this is the book Quantum Mathematical Physics: A Bridge between Mathematics and Physics in pdf written  by Felix Finster , Johannes Kleiner , Christian Röken , Jürgen Tolksdorf, published by Birkhäuser, 2016  of professors of  science faculties  universities  .

   

Information about the book

Language of the book: English language

Book Title: Quantum Mathematical Physics: A Bridge between Mathematics and Physics                                                                                      

Scriptwriter: by Felix Finster , Johannes Kleiner , Christian Röken , Jürgen Tolksdorf

Year of printing:   Birkhäuser, 2016

File Format:PDF

Number of chapters: 6 CHAPTER

Number of pages: 532 pages

File Size: 3,20 MB

Contents

On the Spin-Statistics Connection in Curved Spacetimes 

Is There a C-Function in 4D Quantum Einstein Gravity?

Systematic Renormalization at all Orders in the DiffRen

and Improved Epstein–Glaser Schemes 

Higgs Mechanism and Renormalization Group Flow: Are

They Compatible?

Hadamard States From Null Infinity

Local Thermal Equilibrium States in Relativistic Quantum

Field Theory 

Categorical Methods in Quantum Field Theory 

A Solvable Four-Dimensional QFT

Wave Equations with Non-commutative Space and Time

Thermal Equilibrium States for Quantum Fields

on Non-commutative Spacetimes

Kinematical Foundations of Loop Quantum Cosmology

Cosmic Puzzles: Dark Matter and Dark Energy ering in Non-relativistic Quantum

Electrodynamics

Avoiding Ultraviolet Divergence by Means

of Interior–Boundary Conditions 

Causal Fermion Systems: An Overview 

A Perspective on External Field QED 

Super Riemann Surfaces and the Super Conformal Action Functional

Recent Developments in Deformation Quantization 

Dirac’s Point Electron in the Zero-Gravity Kerr–Newman World 

Noncommutative Geometry and the Physics of the LHC Era

Variational Stability and Rigidity of Compact Einstein Manifolds

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