In this paper, we study the HARMLESS SET problem from a parameterized complexity perspective. Given a graph G=(V,E), a threshold function t : V -> N and an integer k, we study HARMLESS SET, where the goal is to find a ...

In this paper, we investigate the characterization of balanced bounded convex domains in Cn in terms of the squeezing function. As an application, we provide a characterization of the polydisc in Cn.

Preferential trapping of a selected metal-oxoanion from a mixture of other metal-oxoanionic toxic pollutants in water has been demonstrated by implementing energy-efficient adsorption followed by the ion-exchange method, ...

The first search is presented for vector-like leptons (VLLs) in the context of the "4321 model", an ultraviolet-complete model with the potential to explain existing B physics measurements that are in tension with standard ...

This paper presents the infinitesimal prolongation to Riemann–Liouville and Caputo fractional derivatives without the restrictive lower limit fixed in the integrals, when applicated to the transformation group. The properties ...

We present the Cardinal mock galaxy catalogs, a new version of the Buzzard simulation that has been updated to support ongoing and future cosmological surveys, including the Dark Energy Survey (DES), DESI, and LSST. These ...

A novel hydrogen bond donor and acceptor cooperative catalyst based on a triazine cored porous organic polymer has been developed by a simple one pot synthesis. The catalyst was demonstrated to be highly efficient for the ...

Herein, we report the Ru-/Ir-catalyzed synthesis of valuable macrolactams from macrolactones and esters. The ring-opening of the macrolactones was efficaciously facilitated by the Ru catalyst to generate 32 amides in the ...

In [BS19], Balasubramanyam and the second named author derived the first moment of the pair correlation function for Hecke angles lying in small subintervals of [0,1] upon averaging over large families of Hecke newforms ...

Let $G$ be a connected reductive group defined over a finite field ${\mathbb{F}}_{q}$ with corresponding Frobenius $F$. Let $\iota _{G}$ denote the duality involution defined by D. Prasad under the hypothesis $2\textrm{H ...