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Mathematical Structures of the Universe 1st Edition by Michal Heller, Michal Eckstein, Sebastian Szybka ISBN 8378861074 9788378861072

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Mathematical Structures of the Universe 1st Edition Michał Heller Digital Instant Download

Author(s): Michał Heller, Michał Eckstein, Sebastian Szybka
ISBN(s): 9788378861072, 8378861074
Edition: 1
File Details: PDF, 18.61 MB
Year: 2014
Language: english
SKU: EB-11180254 Category: Tags: , ,

Mathematical Structures of the Universe 1st Edition by Michal Heller, Michal Eckstein, Sebastian Szybka – Ebook PDF Instant Download/Delivery: 8378861074, 9788378861072
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Product details:

ISBN 10: 8378861074 
ISBN 13: 9788378861072
Author: Michal Heller, Michal Eckstein, Sebastian Szybka

This book contains a collection of essays on mathematical structures that serve to model the Universe. The contributions discuss such topics as the interplay between mathematics and physics, geometrical structures in physical models, and observational and conceptual aspects of cosmology. The reader can also contemplate the scientific method on the verge of its limits. [Subject: Physics, Mathematics, Cosmology, Natural Philosophy]

Mathematical Structures of the Universe 1st Table of contents:

Part I: General Relativity and Cosmology

  • Observer Dependent Geometries: Discussion on how different observers perceive geometrical structures.

  • Classification of Classical Singularities: An analysis of singularities within the context of differential spaces.

  • The Smooth Beginning of the Universe: Exploration of the universe’s inception from a mathematical perspective.

  • Are Singularities the Limits of Cosmology?: A critical examination of singularities and their implications for cosmology.

  • Simplicity in Cosmology: A discussion on the role of simplicity in cosmological models.

  • Computer Algebra Tests Physical Theories: Utilization of computer algebra systems to test physical theories.

Part II: Quantum Mechanics and Mathematical Structures

  • Quantum Mechanics and Mathematical Structures: An exploration of how mathematical structures underpin quantum mechanics.

  • Symmetry and Conservation Laws: Discussion on the relationship between symmetry and conservation laws in physics.

  • Mathematical Structures in Quantum Field Theory: Analysis of the mathematical frameworks used in quantum field theory.

Part III: Observational and Conceptual Aspects

  • Observational Cosmology: Examination of how observations influence cosmological models.

  • Conceptual Challenges in Cosmology: Discussion on the conceptual challenges faced in cosmology.

  • The Role of Mathematics in Understanding the Universe: A reflection on the importance of mathematics in comprehending the universe.

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Tags: Michal Heller, Michal Eckstein, Sebastian Szybka, Mathematical Structures