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1999Inhomogeneous diophantine approximation on polynomials in Q_pBernik, V.; Dickinson, H.; Yuan, J.
1997Inhomogeneous non-linear Diophantine approximationBeresnevich, V.; Bernik, V.; Dodson, M.
2001Khintchine-type theorems on manifolds: The convergence case for standard and multiplicative versionsBernik, V.; Kleinbock, D.; Margulis, G.
2008Lower bounds for the number of integer polynomials with given order of discriminants.Bernik, V.; Götze, F.; Kukso, O.
2002Metric diophantine approximation: The Khintchine-Groshev theorem for nondegenerate manifoldsBeresnevich, V.; Bernik, V.; Kleinbock, D.; Margulis, G.
2005Metric theory for Diophantine approximations of dependent valuesBernik, V.; Bodjagin, D.; Kukso, O.
1996On a metrical theorem of W. SchmidtBeresnevich, V.; Bernik, V.
2009On algebraic points in the plane near smooth curvesBernik, V.; Götze, F.; Kukso, O.
2009On algebraic points in the plane near smooth curvesBernik, V.; Götze, F.; Kukso, O.
2005On approximation of p-adic numbers by p-adic algebraic numbersBeresnevich, V.; Bernik, V.; Kovalevskaya, E.
2008On the divisibility of the discriminant of an integer polynomial by prime powersBernik, V.; Götze, F.; Kukso, O.
2008On the divisibility of the discriminant of an integer polynomial by prime powersBernik, V.; Götze, F.; Kukso, O.
2009On the relation between values of integer polynomials, their derivatives and metric theory of diophantine approximationsBernik, V.; Kukso, O.
2010Preprint / The distribution of close conjugate algebraic numbersBeresnevich, V.; Bernik, V.; Goetze, F.
2002Regular systems, ubiquity and Diophantine approximationBeresnevich, V.; Bernik, V.; Dodson, M.
1997Simultaneous approximation of zero by values of integral polynomialsBernik, V.; Borbat, V.
2006Simultaneous inhomogeneous Diophantine approximation of the values of integral polynomials with respect to Archimedean and non-Archimedean valuationsBernik, V.; Kovalevskaya, E.
2009The distribution of close conjugate algebraic numbersBeresnevich, V.; Bernik, V.; Götze, F.
1998The distribution of rational points close to a~smooth manifold and Hausdorff dimensionBernik, V.; Kovalevskaya, E.
1999The Khintchine-Groshev theorem for planar curvesBeresnevich, V.; Bernik, V.; Dickinson, H.; Dodson, M.