activity
20112017
most citedEquidistribution of values of linear forms on quadratic surfaces

5 citations · 5 across the 4 of their papers we have counts for

collaborators

6 papers

math.PR2017

Random walks on primitive lattice points

Oliver Sargent

We define a random walk on the set of primitive points of . We prove that for walks generated by measures satisfying mild conditions these walks are recurrent in a st…

math.NT2017

Values of quadratic forms on quasicrystals and a related problem

Oliver Sargent

In this paper we study the set of values of quadratic form at points of a cut and project set. We will establish conditions which ensure that the set of values is dense. Our method…

math.DS2017

Dynamics on the space of 2-lattices in 3-space

Oliver Sargent, Uri Shapira

We study the dynamics of and its subgroups on the homogeneous space consisting of homothety classes of rank-2 discrete subgroups of . We focus…

math.NT2014

The n-point correlation of quadratic forms

Oliver Sargent

In this paper we investigate the distribution of the set of values of a quadratic form Q, at integral points. In particular we are interested in the n-point correlations of the thi…

math.NT2013★ 5 cited

Equidistribution of values of linear forms on quadratic surfaces

Oliver Sargent

In this paper we investigate the distribution of the set of values of a linear map at integer points on a quadratic surface. In particular, it is shown that subject to certain alge…

math.NT2011

Density of values of linear maps on quadratic surfaces

Oliver Sargent

In this paper we investigate the distribution of the set of values of a linear map at integer points on a quadratic surface. In particular we show that this set is dense in the ran…