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The Mathematics of M-Theory

String theory ot its modern incarnation M-theory



An Introduction to String Theory

13.3.2 Action of the Brane Solutions Under the Duality Maps. 236. 13.4 M-Theory. 239. 13.5 Exercises. 243. 14. Black Holes in String Theory and the AdS/CFT 



Effective action from M-theory on twisted connected sum G2-manifolds

action that arises from M-theory compactifications on G2-manifolds that are of the twisted connected sum type. In order to determine the defining data of 



Introduction to bosonic string theory

into the action (7). Quantum mechanically it is easier to work with this latter form of the action. One can now generalize this analysis of the classical 



Multiple Membranes in M-theory

1 avr. 2012 2The action and supersymmetry transformations given above follow from those of Ref. ... Worldvolume actions for M-theory branes.



On Geometric Corrections to Effective Actions of String Theory

23 sept. 2015 the concept of a string is introduced and it is argued for its effective field theory action for the bosonic.



M-Theory on a Calabi-Yau Manifold

chiral worldsheet string action. 2. M-Theory on Calabi-Yau. It has often been the case that the first manifestation of a duality is the exchange.



Heterotic M–theory in Five Dimensions

We derive the five–dimensional effective action of strongly coupled heterotic string theory for the complete (1 1) sector of the theory by performing a 



M-Theory Reconstruction from (20) CFT and the Chiral Algebra

11 juin 2018 We further explain how the 1/N expansion of WN structure constants exhibits the structure of protected vertices in the M-theory action.



INTRODUCTION TO SUPERSTRING THEORY

14 sept. 2015 14.5 M-theory and the E8×E8 heterotic string . ... of point particles the action was proportional to the length of the world-line between.



[PDF] String Theory and M-Theory - Instituto de Ciencias Nucleares UNAM

String theory is one of the most exciting and challenging areas of modern theoretical physics This book guides the reader from the basics of string



[PDF] Introduction to M Theory - arXiv

We start with the type IIA action since this theory is closely related to the 11 dimen- sional supergravity In a string theory there are two basic scales 



[PDF] The Mathematics of M-Theory

Subjects like algebraic geometry and representation theory have been stimulated by new concepts such as mirror sym- metry [3] quantum cohomology [12] and 



[PDF] String/M-theory

29 avr 2022 · It is a fundamental property of D-branes It is a local fermionic gauge symmetry It implies that the ground state of the system is 



[PDF] M Theory G2-manifolds and Four Dimensional Physics BS

Abstract M theory on a manifold of G2-holonomy is a natural framework for obtaining vacua with four large spacetime dimensions and = 1 supersymmetry



[PDF] An Introduction to String Theory - Berkeley Math

1 2 1 Types of String Theories 8 1 3 Outline of the Manuscript 9 2 The Bosonic String Action 11 2 1 Classical Action for Point Particles



[PDF] HIDDEN SYMMETRIES OF M THEORY Abstract

There is mounting evidence that M-theory encompasses and unifies string theories and string dynamics in diverse dimensions The low energy effective action of



[PDF] Heterotic M–theory in Five Dimensions

We derive the five–dimensional effective action of strongly coupled heterotic string theory for the complete (1 1) sector of the theory by performing a 



[PDF] String Theory - DAMTP

7 6 The DBI Action 190 7 6 1 Coupling to Closed String Fields 191 7 7 The Yang-Mills Action 193 7 7 1 D-Branes in Type II Superstring Theories



M-theory in nLab

The open problem of formulating M-theory General; Non-abelian DBI-action; M5-Brane anomaly cancellation; Coincident M5-branes Soc May 2015 p491 ( pdf ))

  • It is the name of the unknown theory of everything which would combine all five Superstring theories and the Supergravity at 11 dimensions together. The theory requires mathematical tools which have yet to be invented in order to be fully understood. The theory was proposed by Edward Witten.
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