Quantum Geometry, Matrix Theory, and Gravity

Contemporary research in string theory has predominately revolved around so-called matrix models and non-commutative geometry (an interesting and rich mathematical field in its own right). This work though technically brilliant, has become far removed from the usual skill set of most high energy physicists. Introductory material into the subject has often been phrased at level far too technically involved for a naive beginner. 

This text provides perhaps the first bridge for the uninitiated into this interesting field of research. 
The introductory chapters of this text are perhaps its finest, which beautifully defines and explains the essential concepts needed for the proceeding discussions. 
Moreover, this book provides more than just a broad survey of historical results in the field, in the latter quadrants of the text, recent research is outlined in full, giving the reader a current outline of the field.

Even though this text is perhaps the best introduction for physicists to the subject, it is still highly technical in nature, thus it recommend the reader has a solid grasp of quantum field theory and general relativity beforehand. This means that this text is at the very minimum is suitable for advanced graduate students. 



Quantum Geometry, Matrix Theory, and Gravity 
by Harold C. Steinacker

Publisher: Cambridge University Press

ISBN: 9781009440776

Price: £ 59.99

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