AbstractGenerators and relations are given for two closely related kinds of rings. These are the mod 2 cohomology rings of the finite symmetric groups and the symmetric invariants of a tensor product of a finite number of copies of a polynomial algebra over a field of characteristic 2
Abstract. The center of the Lie group SU(n) is isomorphic to Zn. If d divides n, the quotient SU(n)/...
For a prime number p, we construct a generating set for the ring of invariants for the p+1 dimension...
In 2014 Brendle and Margalit proved the level $4$ congruence subgroup of the braid group, $B_{n}[4]$...
AbstractGenerators and relations are given for two closely related kinds of rings. These are the mod...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46235/1/208_2005_Article_BF01446902.pd
We present a new additive basis for the mod-2 cohomology of symmetric groups, along with explicit ru...
We present a new additive basis for the mod-2 cohomology of symmetric groups, along with explicit ru...
We present a new additive basis for the mod-2 cohomology of symmetric groups, along with explicit ru...
We present a new additive basis for the mod-2 cohomology of symmetric groups, along with explicit ru...
AbstractIn this paper we prove a conjecture of D. R. Richman concerning the vector invariants of the...
We describe a Hopf ring structure on ⊕n>0 H*(Σn; Zp), discovered by Strickland and Turner, where ...
AbstractGiven a group G acting on a finite dimensional vector space V over any field k, we ask for t...
Let k0 be a field of characteristic not two, (V, b) a finite-dimensional regular bilinear space over...
Let k0 be a field of characteristic not two, (V, b) a finite-dimensional regular bilinear space over...
Abstract: We determine the mod $p$ cohomological invariants for several affine grou...
Abstract. The center of the Lie group SU(n) is isomorphic to Zn. If d divides n, the quotient SU(n)/...
For a prime number p, we construct a generating set for the ring of invariants for the p+1 dimension...
In 2014 Brendle and Margalit proved the level $4$ congruence subgroup of the braid group, $B_{n}[4]$...
AbstractGenerators and relations are given for two closely related kinds of rings. These are the mod...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46235/1/208_2005_Article_BF01446902.pd
We present a new additive basis for the mod-2 cohomology of symmetric groups, along with explicit ru...
We present a new additive basis for the mod-2 cohomology of symmetric groups, along with explicit ru...
We present a new additive basis for the mod-2 cohomology of symmetric groups, along with explicit ru...
We present a new additive basis for the mod-2 cohomology of symmetric groups, along with explicit ru...
AbstractIn this paper we prove a conjecture of D. R. Richman concerning the vector invariants of the...
We describe a Hopf ring structure on ⊕n>0 H*(Σn; Zp), discovered by Strickland and Turner, where ...
AbstractGiven a group G acting on a finite dimensional vector space V over any field k, we ask for t...
Let k0 be a field of characteristic not two, (V, b) a finite-dimensional regular bilinear space over...
Let k0 be a field of characteristic not two, (V, b) a finite-dimensional regular bilinear space over...
Abstract: We determine the mod $p$ cohomological invariants for several affine grou...
Abstract. The center of the Lie group SU(n) is isomorphic to Zn. If d divides n, the quotient SU(n)/...
For a prime number p, we construct a generating set for the ring of invariants for the p+1 dimension...
In 2014 Brendle and Margalit proved the level $4$ congruence subgroup of the braid group, $B_{n}[4]$...
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