Rajiv Gandhi University

output

20162025

most citedQuantum Confinement Induced Shift in Energy Band Edges and Band Gap of Spherical Quantum Dot

24 citations

researchers with a paper here

Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.

B. Hazarika4 · h 31
N. M. Nath4 · h 4
J. K. Sarma3 · h 12
Khirod Boruah2 · h 4
N. Saikia2 · h 11
A. Mukharjee1 · h 3
Anupam Das1 · h 20
Arnab Chakrabarti1 · h 3
Biswarup Ash1 · h 1
C. Boruah1 · h 4
C. Singha1 · h 8
D. Siboh1 · h 2

collaborating institutions

Tezpur UniversityIN3 papers
Bahona CollegeIN1 paper
Fırat UniversityTR1 paper
Instituto de Ciencia de Materiales de MadridES1 paper
Inter-University Centre for Astronomy and AstrophysicsIN1 paper
Rajiv Gandhi University of Health SciencesIN1 paper
TU WienAT1 paper
University of MichiganUS1 paper
Vienna Center for Quantum Science and TechnologyAT1 paper
Weizmann Institute of ScienceIL1 paper
Wolfgang Pauli InstituteAT1 paper

Showing math.NTShow all

2 papers · 1 filter

math.NT2021

Arithmetic Properties For $(r, s)$ -Regular Partition Functions With Distinct Parts

Rinchin Drema, Nipen Saikia

For any relatively prime integers $r$ and $s$ , let $a_{r, s} (n)$ denote the number of $(r, s)$ -regular partitions of a positive integer of $n$ into distinct parts. Prasad and Prasad…

math.NT2016

Some Congruences of a Restricted Bipartition Function

Nipen Saikia, Chayanika Boruah

Let $c_{N} (n)$ denotes the number of bipartitions $(λ, μ)$ of a positive integer $n$ subject to the restriction that each part of $μ$ is divisible by $N$ . In this paper, we prove som…

Arithmetic Properties For (r,s)-Regular Partition Functions With Distinct Parts

Some Congruences of a Restricted Bipartition Function

Arithmetic Properties For $(r, s)$ -Regular Partition Functions With Distinct Parts