All Publications

Ghosh, A., Haynes, A.

(2016)

Projective metric number theory,

in Journal für die reine und angewandte Mathematik (Crelles Journal)

2016

(712)

pp. 39-50

Full Text UEA Repository

(Article)

(Published)


Ghosh, A., Gorodnik, A., Nevo, A.

(2013)

Diophantine Approximation and Automorphic Spectrum,

in International Mathematics Research Notices

2013

(21)

pp. 5002-5058

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(Article)

(Published)


Ghosh, A., Athreya, J., Prasad, A.

(2013)

Buildings, extensions, and volume growth entropy.,

in New York Journal of Mathematics

19

pp. 1-11

UEA Repository

(Article)

(Published)


Athreya, J., Ghosh, A., Prasad, A.

(2012)

Ultrametric logarithm laws, II,

in Monatshefte für Mathematik

167

(3-4)

pp. 333-356

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(Article)

(Published)


Ghosh, A.

(2011)

Diophantine exponents and the Khintchine Groshev theorem,

in Monatshefte für Mathematik

163

(3)

pp. 281-299

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(Article)

(Published)


Ghosh, A.

(2011)

A Khintchine-Groshev theorem for affine hyperplanes,

in International Journal of Number Theory

4

pp. 1045-1064

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(Article)

(Published)


Einsiedler, M., Ghosh, A.

(2010)

Rigidity of measures invariant under semisimple groups in positive characteristic,

in Proceedings of the London Mathematical Society

100

(1)

pp. 249-268

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(Article)

(Published)


Ghosh, A.

(2010)

Diophantine approximation on affine hyperplanes,

in Acta Arithmetica

144

(2)

pp. 167-182

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(Article)

(Published)


Prasad, A., Ghosh, A., Athreya, J.

(2009)

Ultrametric logarithm laws I,

in Discrete and Continuous Dynamical Systems - Series S

2

(2)

pp. 337-348

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(Article)

(Published)


Ghosh, A.

(2007)

Metric Diophantine approximation over a local field of positive characteristic,

in Journal of Number Theory

124

(2)

pp. 454-469

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(Article)

(Published)


Ghosh, A.

(2005)

A Khintchine-type theorem for hyperplanes,

in Journal of the London Mathematical Society

72

(02)

pp. 293-304

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(Article)

(Published)


Key Research Interests

Dynamical Systems and Number Theory. I am especially interested in the ergodic theory of group actions on homogeneous spaces and applications to Diophantine problems.