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Mathematics of Sudoku

The class of Sudoku puzzles consists of a partially completed row-column grid of cells partitioned into N regions each of size N cells, to be filled… 
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Sudoku

Papers overview

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2016
2016
Waldspurger formula over function fields
In this paper, we derive a function field version of the Waldspurger formula for the central critical values of the Rankin… 
2014
2014
SPECTRA OF AUTOMORPHIC EXTENSIONS OF FINITE SIMPLE SYMPLECTIC AND ORTHOGONAL GROUPS OVER FIELDS OF CHARACTERISTIC 2
We prove that the spectrum of any nontrivial automorphic extension of a finite simple symplectic or orthogonal group S over a… 
2012
2012
Commutative automorphic loops of order $p^3$
A loop is said to be automorphic if its inner mappings are automorphisms. For a prime $p$, denote by $\mathcal A_p$ the class of… 
Review
2012
Review
2012
Questions and remarks to the Langlands programme
A brief survey is given of the classical Langlands programme to construct a correspondence between n-dimensional representations… 
2011
2011
Weighted pseudo-almost automorphic solutions for some partial functional differential equations
2009
2009
ON THE LIFTING OF AUTOMORPHIC REPRESENTATIONS OF PGL 2 ( A ) TO Sp 2 n ( A ) OR ̃ Sp 2 n + 1 ( A ) OVER A TOTALLY REAL FIELD
We construct a lifting of automorphic representations on PGL2 to symplectic or metaplectic groups over a totally real field… 
2008
2008
EVERYWHERE UNRAMIFIED AUTOMORPHIC COHOMOLOGY FOR SL3(ℤ)
We conjecture that the only irreducible cuspidal automorphic representations for GL3/ℚ of cohomological type and level 1 are (up… 
2004
2004
Heegner Points and Representation Theory
Our aim in this paper is to present a framework in which the results of Waldspurger and Gross–Zagier can be viewed simultaneously… 
2000
2000
Certain mean values and non-vanishing of automorphic L-functions with large level
1985
1985
On the growth of entire automorphic integrals
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