P. Vishe

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20152026

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math.NT2018

An effective equidistribution result for $S L (2, R) ⋉ (R^{2})^{\oplus k}$ and application to inhomogeneous quadratic forms

Andreas Strömbergsson, Pankaj Vishe

Let $G =$ SL $(2, R) ⋉ (R^{2})^{\oplus k}$ and let $Γ$ be a congruence subgroup of SL $(2, Z) ⋉ (Z^{2})^{\oplus k}$ . We prove a polynomially effective asymptotic equidistribution res…

An effective equidistribution result for SL(2,R)⋉(R2)⊕k and application to inhomogeneous quadratic forms

An effective equidistribution result for $S L (2, R) ⋉ (R^{2})^{\oplus k}$ and application to inhomogeneous quadratic forms