K. Mallesham

activity

20172026

GL(3) \times GL(2)

L

-functions:

GL(3)

-spectral aspect

6 citations · 6 across the 10 of their papers we have counts for

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2 papers · 1 filter

math.NT2017

Primes in Sumsets

Kummari Mallesham

We obtain an upper bound for the number of pairs $(a, b) \in A \times B$ such that $a + b$ is a prime number, where $A, B \subseteq {1, ..., N}$ with $|A||B| \, \gg \frac{N^2}{…

math.NT2017

On monochromatic representation of sums of squares of primes

Kummari Mallesham, Gyan Prakash, D. S Ramana

When the sequences of squares of primes is coloured with $K$ colours, where $K \geq 1$ is an integer, let $s (K)$ be the smallest integer such that each sufficiently large integer c…