activity
20042020
most citedMultiparticle Schrodinger operators with point interactions in the plane

38 citations · 69 across the 6 of their papers we have counts for

collaborators

6 papers

math-ph2020★ 1 cited

Ultraviolet Stability for QED in d=3

J. Dimock

We continue the study of the ultraviolet problem for QED in d=3 using Balaban's formulation of the renormalization group. The model is defined on a fine toroidal lattice and we see…

math-ph2017

Multiscale block averaging for QED in d=3

J. Dimock

We continue the study of the ultraviolet problem for QED in d=3. The model is defined on a fine toroidal lattice and we seek control as the lattice spacing goes to zero. The proble…

math-ph2015

Ultraviolet regularity for QED in d=3

J. Dimock

We study the ultraviolet problem for QED in d=3 using Balaban's formulation of the renormalization group. The model is defined on a fine toroidal lattice and we seek control as the…

math-ph2013★ 20 cited

The Renormalization Group According to Balaban - III. Convergence

J. Dimock

This is an expository account of Balaban's approach to the renormalization group. The method is illustrated with a treatment of the ultraviolet problem for the scalar phi^4 model o…

math-ph2008★ 10 cited

Infinite volume limit for the dipole gas

J. Dimock

We consider a classical dipole gas in with low activity and show that the pressure has a limit as the volume goes to infinity. The result is obtained by a renormalization group ana…

math-ph2004★ 38 cited

Multiparticle Schrodinger operators with point interactions in the plane

J. Dimock, S. G. Rajeev

We study a system of N bosons in the plane interacting with delta function potentials. After a coupling constant renormalization we show that the Hamiltonian defines a self-adjoint…