In this paper, we introduce certain Jiang-type subgroups of the fundamental group of a transformation group introduced by F. Rhodes. We define equivariant evaluation subgroups of the higher Rhodes groups. Relations between Gottlieb-Fox groups and these equivariant evaluation subgroups are also studied. Generalized Rhodes groups are introduced and discussed.

In this article, we consider the generalized version dgf of natural density function introduced in Bose et al. (2018) where g:N→[0,∞) satisfies g(n)→∞ and ng(n)↛0 whereas f is an unbounded modulus generate versions characterized subgroups circle group T using these functions. We show that have same feature as s-characterized (Dikranjan al., 2020) or α-characterized (Bose our results provide mor...

The method of LQ-moments (LQMOM) for estimating parameters and quantiles of the Generalized Logistic (GL) distribution are introduced. We explore and extend class of LQMOM with consideration combinations of p and α values in the range 0 and 0.5. The popular quantile estimator namely the weighted kernel quantile (WKQ) estimator is proposed to estimate the quantile function. A comparison of these...

In this paper, we define a generalized Wielandt subgroup, local generalized Wielandt subgroup and its series for finite group and discuss its different basic properties which explain the notion of generalized Wielandt subgroup in a better way. We bound generalized Wielandt length as a function of nilpotency classes of its Sylow subgroups.

Background: Gap junctions (GJs) provide direct intercellular communications that are formed by hexameric protein subunits, called connexin (Cx). The role of Cxs in epileptogenesis has not received sufficient attention. Hippocampus with critical function in epileptogenesis has a wide network of GJs. We examined the protein expression levels of hippocampal Cx36 (the prominent Cx present between G...