B. Mishra

activity

20212024

most citedPolynomials Consisting of Quadratic Factors with Roots Modulo Any Positive Integer

3 citations · 5 across the 7 of their papers we have counts for

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2 papers · 1 filter

math.NT2023

Almost No Finite Subset of Integers Contains a $q^{t h}$ Power Modulo Almost Every Prime

Bhawesh Mishra

Let $q$ be a prime. We give an elementary proof of the fact that for any $k \in N$ , the proportion of $k$ -element subsets of $Z$ that contain a $q^{t h}$ power modul…

math.NT2023★ 1 cited

Prime Power Residue and Linear Coverings of Vector Space over $F_{q}$

Bhawesh Mishra

Let $q$ be an odd prime and $B = {b_{j}}_{j = 1}^{l}$ be a finite set of nonzero integers that does not contain a perfect $q^{t h}$ power. We show that $B$ has a $q^{t h}$ power modu…

Almost No Finite Subset of Integers Contains a qth Power Modulo Almost Every Prime

Prime Power Residue and Linear Coverings of Vector Space over Fq​

Almost No Finite Subset of Integers Contains a $q^{t h}$ Power Modulo Almost Every Prime

Prime Power Residue and Linear Coverings of Vector Space over $F_{q}$