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Branes and DAHA Representations (1st ed. 2023)
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Branes and DAHA Representations (1st ed. 2023)
Series: SpringerBriefs in Mathematical Physics, 48
Expected to ship within 10 - 15 working days
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In recent years, there has been an increased interest in exploring
the connections between various disciplines of mathematics and
theoretical physics such as representation theory, algebraic
geometry, quantum field theory, and string theory. One of the
challenges of modern mathematical physics is to understand
rigorously the idea of quantization. The program of quantization by
branes, which comes from string theory, is explored in the book.
This open access book provides a detailed description of the
geometric approach to the representation theory of the double
affine Hecke algebra (DAHA) of rank one. Spherical DAHA is known to
arise from the deformation quantization of the moduli space of
SL(2,C) flat connections on the punctured torus. The authors
demonstrate the study of the topological A-model on this moduli
space and establish a correspondence between Lagrangian branes of
the A-model and DAHA modules. The finite-dimensional DAHA
representations are shown to be in one-to-one correspondence with
the compact Lagrangian branes. Along the way, the authors discover
new finite-dimensional indecomposable representations. They proceed
to embed the A-model story in an M-theory brane construction,
closely related to the one used in the 3d/3d correspondence; as a
result, modular tensor categories behind particular
finite-dimensional representations with PSL(2,Z) action are
identified. The relationship of Coulomb branch geometry and
algebras of line operators in 4d N = 2* theories to the double
affine Hecke algebra is studied further by using a further
connection to the fivebrane system for the class S construction.
The book is targeted at experts in mathematical physics,
representation theory, algebraic geometry, and string theory.This
is an open access book.
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