We show that all subvarieties of the variety of rectangular bands are closed in the variety of all bands. Further, we show that the variety of regular bands is closed. Next, we introduce …
N Alam, NM Khan - Asian-European Journal of Mathematics, 2013 - World Scientific
SPECIAL SEMIGROUP AMALGAMS OF QUASI UNITARY SUBSEMIGROUPS AND OF QUASI NORMAL BANDS Page 1 Asian-European Journal of Mathematics Vol. 6, No. 1 (2013) 1350010 …
The aim of this paper is to determine several saturated classes of structurally regular semigroups. First, we show that structurally (n, m)-regular semigroups are saturated in a …
N Alam, AH Shah, S Bano, S Obeidat… - Journal of …, 2024 - Wiley Online Library
It is well known that every subvariety of the variety of semigroups need not be absolutely closed. Thus, identifying those subvarieties that are closed in themselves or in larger …
In this paper we study epimorphisms, dominions and related properties for some classes of structurally (n, m)-regular semigroups for any pair (n, m) of positive integers. In Section 2 …
S Abbas, W Ashraf, NM Khan - Hacettepe Journal of Mathematics …, 2023 - dergipark.org.tr
We show that all subvarieties of the variety of rectangular bands are closed in the variety of $ n $-nilpotent extension of bands. Ahanger, Nabi and Shah in [1] have proved that the variety …
We show that for each n≥ 2∈ N, the varieties V n=[x 1 x 2 x 3= x 1 nxi 1 xi 2 xi 3] where i is any non-trivial permutation of {1, 2, 3} are closed. Further, we show that for each n∈ N, the …
Epimorphisms Amalgams and Po-Unitary Pomonoids Next Article in Journal Influence of a Given Field of Temperature on the Blood Pressure Variation: Variational Analysis …