For a prime p>2 and q=p^n, we compute a finite generating set for the SL_2(F_q)-invariants of the second symmetric power representation, showing the invariants are a hypersurface and the field of fractions is a purely transcendental extension of the coefficient field. As an intermediate result, we show the invariants of the Sylow p-subgroups are also hypersurfaces
9 pagesIn the framework of McKay correspondence we determine, for every finite subgroup $\Gamma$ of ...
AbstractLet p be a prime number and a a rational integer. We prove that the Galois group of the trin...
Let BG be the classifying space of an algebraic group over the complex field C. We compute a new sta...
AbstractFor a prime p>2 and q=pn, we compute a finite generating set for the SL2(Fq)-invariants of t...
For a prime p>3, we compute a finite generating set for the SL_2(F_p)-invariants of the third symme...
AbstractFor a prime p>2 and q=pn, we compute a finite generating set for the SL2(Fq)-invariants of t...
We have studied E-polynomials which are combinatorial analogue of Eisenstein series. In this paper, ...
summary:The two diffeomorphism invariant algebras introduced in Grosser M., Far\-kas E., Kunziger ...
AbstractLet K be an infinite field of prime characteristic p and let d≤r be positive integers of the...
summary:The two diffeomorphism invariant algebras introduced in Grosser M., Far\-kas E., Kunziger ...
We reduce the Mathieu conjecture for $SU(2)$ to a conjecture about moments of Laurent polynomials in...
9 pagesIn the framework of McKay correspondence we determine, for every finite subgroup $\Gamma$ of ...
2010 Mathematics Subject Classification: 20F05, 20D06.We prove that the group PSL6(q) is (2,3)-gener...
This thesis is devoted to two aspects of the p-adic local Langlands program and p-adic local-global ...
Let G be a connected, simply-connected semisimple complex algebraic group with a maximal torus T and...
9 pagesIn the framework of McKay correspondence we determine, for every finite subgroup $\Gamma$ of ...
AbstractLet p be a prime number and a a rational integer. We prove that the Galois group of the trin...
Let BG be the classifying space of an algebraic group over the complex field C. We compute a new sta...
AbstractFor a prime p>2 and q=pn, we compute a finite generating set for the SL2(Fq)-invariants of t...
For a prime p>3, we compute a finite generating set for the SL_2(F_p)-invariants of the third symme...
AbstractFor a prime p>2 and q=pn, we compute a finite generating set for the SL2(Fq)-invariants of t...
We have studied E-polynomials which are combinatorial analogue of Eisenstein series. In this paper, ...
summary:The two diffeomorphism invariant algebras introduced in Grosser M., Far\-kas E., Kunziger ...
AbstractLet K be an infinite field of prime characteristic p and let d≤r be positive integers of the...
summary:The two diffeomorphism invariant algebras introduced in Grosser M., Far\-kas E., Kunziger ...
We reduce the Mathieu conjecture for $SU(2)$ to a conjecture about moments of Laurent polynomials in...
9 pagesIn the framework of McKay correspondence we determine, for every finite subgroup $\Gamma$ of ...
2010 Mathematics Subject Classification: 20F05, 20D06.We prove that the group PSL6(q) is (2,3)-gener...
This thesis is devoted to two aspects of the p-adic local Langlands program and p-adic local-global ...
Let G be a connected, simply-connected semisimple complex algebraic group with a maximal torus T and...
9 pagesIn the framework of McKay correspondence we determine, for every finite subgroup $\Gamma$ of ...
AbstractLet p be a prime number and a a rational integer. We prove that the Galois group of the trin...
Let BG be the classifying space of an algebraic group over the complex field C. We compute a new sta...
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