Add to ORKGIn this paper, we deal with nilpotency of atomic Steenrod squares. We prove that the nilpotence height of atomic square Sq2(2b-1) for all integers b ? 2 is b+2. Finally, we give a nilpotency table, a remark and an important conjecture related to the nilpotence height of atomic squares. © 2018, Universitatii Al.I.Cuza din Iasi. All rights reserved.13FEN044Acknowledgements We would like to express our gratitude to the anonymous referees for their helpful suggestions and corrections. This research was partially supported by Ege University Fund Treasurer (Project No: 13FEN044). -
Let ζ(n, m) be the largest number of order m subsquares achieved by any Latin square of order n. We ...
Let ζ(n, m) be the largest number of order m subsquares achieved by any Latin square of order n. We ...
We answer an open question in the theory of degrees of infinite sequences with respect to transducib...
K. G. Monks has recently shown that the element P-has nilpotence height 2[s/t] + 2 in the mod 2 Stee...
A Latin square is pan-Hamiltonian if the permutation which defines row i relative to row j consists ...
WOS: 000349273600002In this paper, we deal with a collection of left and right ideals of A(p) which ...
A Latin square is pan-Hamiltonian if the permutation which defines row i relative to row j consists ...
Abstract. We discuss the relationship between various additive problems concerning squares. 1. Squar...
Abstract. We discuss the relationship between various additive problems concerning squares. 1. Squar...
We answer an open question in the theory of degrees of infinite sequences with respect to transducib...
We answer an open question in the theory of degrees of infinite sequences with respect to transducib...
We answer an open question in the theory of degrees of infinite sequences with respect to transducib...
Contains fulltext : 143773.pdf (preprint version ) (Open Access
We answer an open question in the theory of degrees of infinite sequences with respect to transducib...
AbstractTextRuppert proved that there is a constant d2 such that every imaginary quadratic number fi...
Let ζ(n, m) be the largest number of order m subsquares achieved by any Latin square of order n. We ...
Let ζ(n, m) be the largest number of order m subsquares achieved by any Latin square of order n. We ...
We answer an open question in the theory of degrees of infinite sequences with respect to transducib...
K. G. Monks has recently shown that the element P-has nilpotence height 2[s/t] + 2 in the mod 2 Stee...
A Latin square is pan-Hamiltonian if the permutation which defines row i relative to row j consists ...
WOS: 000349273600002In this paper, we deal with a collection of left and right ideals of A(p) which ...
A Latin square is pan-Hamiltonian if the permutation which defines row i relative to row j consists ...
Abstract. We discuss the relationship between various additive problems concerning squares. 1. Squar...
Abstract. We discuss the relationship between various additive problems concerning squares. 1. Squar...
We answer an open question in the theory of degrees of infinite sequences with respect to transducib...
We answer an open question in the theory of degrees of infinite sequences with respect to transducib...
We answer an open question in the theory of degrees of infinite sequences with respect to transducib...
Contains fulltext : 143773.pdf (preprint version ) (Open Access
We answer an open question in the theory of degrees of infinite sequences with respect to transducib...
AbstractTextRuppert proved that there is a constant d2 such that every imaginary quadratic number fi...
Let ζ(n, m) be the largest number of order m subsquares achieved by any Latin square of order n. We ...
Let ζ(n, m) be the largest number of order m subsquares achieved by any Latin square of order n. We ...
We answer an open question in the theory of degrees of infinite sequences with respect to transducib...