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#### A GENERALISATION OF ROTHS THEOREM IN PRIMES

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- A generalisation of Roths theorem in primes
- A remark on Kummers conjecture
- Characterization of Siegel cusp forms by the growth of their Fourier coefficients
- Counting integral points in a polytope a problem in invariant theory
- Counting matrices with integer entries and sublattices of Zm
- Double Hecke L series
- Gaps between non zero Fourier coefficients of cusp form
- Kummers Conjecture and Related Problems
- Local conditions for the primitive LangTrotter Conjecture
- Non vanishing of central values of the Rankin Selberg L series
- On Polynomial Exponential Equations
- On Spectral analogues of strong multiplicity one theorem
- On a conjecture of Fueter and Polya
- On a property of differential operators on Jacobi forms
- On the degree of certain local L functions
- On the density of some automatic sequences
- On the greatest prime factor of ab plus
- On the poles of L functions associated to automorphic representations
- Ramanujan congruences
- Shifted multiple Dirichlet series and moments of Rankin Selberg L functions
- Sign Changes of Fourier coefficients of Siegel cusp forms
- Small degree forms in many variables
- Some omega results related to the error terms in the averages of arithmetical functions
- Special values of automorphic L functions and congruences
- Sub convexity problem for GL 3 L functions
- The divisibility of tow of n by n and related problems