Here is the link to my book "Abelian Varieties, Theta Functions and the Fourier Transform" published by Cambridge University Press in 2003.
And here is the description of our book with Leonid Positselski on quadratic algebras published by the American Mathematical Society in 2005.

Recent Papers

A-infinity algebra of an elliptic curve and Eisenstein series

(with A. Samokhin) Full exceptional collections on the Lagrangian Grassmannians LG(4,8) and LG(5,10)

(with B. Moonen) Divided powers in Chow rings and integral Fourier transforms

(with J. Collins) Gluing stability conditions

Kernel algebras and generalized Fourier-Mukai transforms

K-theoretic exceptional collections at roots of unity

(with B. Moonen) Algebraic cycles on the relative symmetric powers and on the relative Jacobian of a family of curves. II

Simple helices on Fano threefolds

Fourier-stable subrings in the Chow rings of abelian varieties

Algebraic cycles on the relative symmetric powers and on the relative Jacobian of a family of curves. I

Massey products on cycles of projective lines and trigonometric solutions of the Yang-Baxter equations

Constant families of t-structures on derived categories of coherent sheaves

Quasicoherent sheaves on complex noncommutative two-tori

Lie symmetries of the Chow group of a Jacobian and the tautological subring

Koszul configurations of points in projective spaces

Holomorphic bundles on 2-dimensional noncommutative toric orbifolds

Universal triple Massey products on elliptic curves and Hecke's indefinite theta series

Analogues of the exponential map associated with complex structures on noncommutative two-tori

(with D. Abramovich) Sheaves of t-structures and valuative criteria for stable complexes

Moduli spaces of curves with effective $r$-spin structures

Universal algebraic equivalences between tautological cycles on Jacobians of curves

Classification of holomorphic vector bundles on noncommutative two-tori

Extensions of homogeneous coordinate rings to $A_{\infty}$-algebras

Noncommutative two-tori with real multiplication as noncommutative projective varieties

Noncommutative Proj and coherent algebras

(with A. Schwarz) Categories of holomorphic vector bundles on noncommutative two-tori.

(with D. Kazhdan) Minimal representations: spherical vectors and automorphic functionals.

Witten's top Chern class on the moduli space of higher spin curves