Divyum Sharma

activity

20162026

most citedOn the coefficient-choosing game

1 citations · 1 across the 9 of their papers we have counts for

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Showing 2016Show all

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math.NT2016

Contributions to a conjecture of Mueller and Schmidt on Thue inequalities

N. Saradha, Divyum Sharma

Let $F (X, Y) = i = 0 \sum s a_{i} X^{r_{i}} Y^{r - r_{i}} \in Z [X, Y]$ be a form of degree $r = r_{s} \geq 3$ , irreducible over $Q$ and having at most $s + 1$ non-zero coefficient…

math.NT2016

Thue's inequalities and the hypergeometric method

Shabnam Akhtari, N. Saradha, Divyum Sharma

Following a method originally due to Siegel, we establish upper bounds for the number of primitive integer solutions to inequalities of the shape $0 < ∣ F (x, y) ∣ \leq h$ , where $F(x ,…