Knot Polynomials from Chern-Simons Field Theory and Their String Theoretic Implications by P. Ramadevi

Knot Polynomials from Chern-Simons Field Theory and Their String Theoretic Implications by P. Ramadevi

Explore knot polynomials and their connections to Chern-Simons field theory and string theory in this comprehensive lecture. Delve into topics such as knot invariants, Jones polynomials, and Chern-Simons theory. Examine arborescent knots, mutation detection, and Khovanov homology. Investigate gauge-string duality in topological strings and Witten's intersecting brane construction. Learn about the periodic table of knots, polynomial invariants for various knot types, and the relationship between knot theory and physics. Gain insights into advanced concepts like M-theory descriptions and open topological string amplitudes. Suitable for researchers and students in theoretical physics and mathematics interested in the intersection of knot theory, quantum field theory, and string theory.