WOS: 000176146600010In this paper we generalize some results of Jmoui and Peterson (J. Pure Appl. Algebra 97 (1994) 37-50) to an odd prime p. In particular, we give a characterization in terms of the action of the Steenrod algebra of those unstable modules which are concentrated in even degrees and admit an injective resolution of which at least the first three terms are reduced. (C) 2001 Elsevier Science B.V. All rights reserved
Let A be the mod-p Steenrod Algebra. Let p be an odd prime number and Zp = Z=pZ. Let Ps = Zp[x1; x2;...
Abstract This paper provides analogues of the results of [16] for odd primes p. It is proved that fo...
Abstract This paper provides analogues of the results of [16] for odd primes p. It is proved that fo...
AbstractIn this paper we consider the category of unstable modules over the Steenrod algebra. We pro...
A new and natural description of the category of unstable modules over the Steenrod algebra as a cat...
AbstractWe characterize unstable modules over the Steenrod algebra in terms of their injective resol...
Let A denote the mod 2 Steenrod algebra. In [1] Adams and Margolis proved the following Theorem 1.1....
The Universal Steenrod algebra is a very interesting object in algebraic topology. It contains impor...
The Universal Steenrod algebra is a very interesting object in algebraic topology. It contains impor...
AbstractIn this note, we give a list of unstable algebras over A2 (the mod 2 Steenrod algebra) of tr...
The Universal Steenrod algebra is a very interesting object in algebraic topology. It contains impor...
WOS: 000349273600002In this paper, we deal with a collection of left and right ideals of A(p) which ...
In this paper, we deal with a collection of left and right ideals of A(p) which is the mod p Steenro...
We describe bialgebras of lower-indexed algebraic Steenrod operations over the field with p elements...
SIGLEAvailable from British Library Document Supply Centre- DSC:D52323/84 / BLDSC - British Library ...
Let A be the mod-p Steenrod Algebra. Let p be an odd prime number and Zp = Z=pZ. Let Ps = Zp[x1; x2;...
Abstract This paper provides analogues of the results of [16] for odd primes p. It is proved that fo...
Abstract This paper provides analogues of the results of [16] for odd primes p. It is proved that fo...
AbstractIn this paper we consider the category of unstable modules over the Steenrod algebra. We pro...
A new and natural description of the category of unstable modules over the Steenrod algebra as a cat...
AbstractWe characterize unstable modules over the Steenrod algebra in terms of their injective resol...
Let A denote the mod 2 Steenrod algebra. In [1] Adams and Margolis proved the following Theorem 1.1....
The Universal Steenrod algebra is a very interesting object in algebraic topology. It contains impor...
The Universal Steenrod algebra is a very interesting object in algebraic topology. It contains impor...
AbstractIn this note, we give a list of unstable algebras over A2 (the mod 2 Steenrod algebra) of tr...
The Universal Steenrod algebra is a very interesting object in algebraic topology. It contains impor...
WOS: 000349273600002In this paper, we deal with a collection of left and right ideals of A(p) which ...
In this paper, we deal with a collection of left and right ideals of A(p) which is the mod p Steenro...
We describe bialgebras of lower-indexed algebraic Steenrod operations over the field with p elements...
SIGLEAvailable from British Library Document Supply Centre- DSC:D52323/84 / BLDSC - British Library ...
Let A be the mod-p Steenrod Algebra. Let p be an odd prime number and Zp = Z=pZ. Let Ps = Zp[x1; x2;...
Abstract This paper provides analogues of the results of [16] for odd primes p. It is proved that fo...
Abstract This paper provides analogues of the results of [16] for odd primes p. It is proved that fo...