Let G be the fundamental group of the complement of the torus knot of type (m, n). This has a presentation G = ‹x, y | xm‪‪= yⁿ›. We find the geometric description of the character variety X(G) of characters of representations of G into SL(2,C).Let G b e the fundamental group of the complement of the torus knot of typ e (m, n). This has a presentation G = x, y | xm = y n . We find the geometric description of the character variety X (G) of characters of representations of G into SL(2, C)
summary:Let $V$ be the complex vector space of homogeneous linear polynomials in the variables $x_{1...
summary:Let $V$ be the complex vector space of homogeneous linear polynomials in the variables $x_{1...
We obtain new calculations of the top weight rational cohomology of the moduli spaces $\mathcal{M}_{...
We describe a 1-cocycle condition that guarantees the smoothness of a reducible character in the SL(...
Let G be the fundamental group of the complement of the torus knot of type (m,n). We study the relat...
Let G be a connected, simply-connected semisimple complex algebraic group with a maximal torus T and...
AbstractWe describe a 1-cocycle condition that guarantees the smoothness of a reducible character in...
We describe the geometry of the character variety of representations of the knot group $\Gamma_{m,n}...
AbstractWe determine when there exists a nonzero homomorphism between principal series representatio...
AbstractLet G˜ be a connected reductive algebraic group defined over the field Fq and let F and F∗ b...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
For any number field F, call a cusp form π = π_∞⊗πf on GL(2)/F special icosahedral, or just s-icosah...
summary:Let $V$ be the complex vector space of homogeneous linear polynomials in the variables $x_{1...
summary:Let $V$ be the complex vector space of homogeneous linear polynomials in the variables $x_{1...
We obtain new calculations of the top weight rational cohomology of the moduli spaces $\mathcal{M}_{...
We describe a 1-cocycle condition that guarantees the smoothness of a reducible character in the SL(...
Let G be the fundamental group of the complement of the torus knot of type (m,n). We study the relat...
Let G be a connected, simply-connected semisimple complex algebraic group with a maximal torus T and...
AbstractWe describe a 1-cocycle condition that guarantees the smoothness of a reducible character in...
We describe the geometry of the character variety of representations of the knot group $\Gamma_{m,n}...
AbstractWe determine when there exists a nonzero homomorphism between principal series representatio...
AbstractLet G˜ be a connected reductive algebraic group defined over the field Fq and let F and F∗ b...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
For any number field F, call a cusp form π = π_∞⊗πf on GL(2)/F special icosahedral, or just s-icosah...
summary:Let $V$ be the complex vector space of homogeneous linear polynomials in the variables $x_{1...
summary:Let $V$ be the complex vector space of homogeneous linear polynomials in the variables $x_{1...
We obtain new calculations of the top weight rational cohomology of the moduli spaces $\mathcal{M}_{...