Updated 2024-02-05 18:45:26 +00:00

Nstrophy is a tool to compute the two-dimensional flow of the Navier-Stokes equation as well as Gallavotti's reversible Navier-Stokes equation, and compare them.

Updated 2023-11-03 22:02:46 +00:00

I. Jauslin: Bose-Einstein condensation and the Simplified Approach to interacting Bosons, 2023, http://ian.jauslin.org/publications/23j_c

Updated 2023-07-26 20:58:36 +00:00

A highly customizable bibliography management program for LaTeX

Updated 2023-07-26 14:38:32 +00:00

Compute interaction-induced renormalizations in the Haldane-Hubbard model

Updated 2023-05-13 18:41:08 +00:00

Solve the equations in the Simplified approach to the Bose gas

Updated 2023-05-13 18:40:20 +00:00

Compute and manipulate flow equations for fermionic hierarchical models

Updated 2023-05-13 18:38:45 +00:00

A C library that implements various numerical algorithms

Updated 2023-05-13 18:36:54 +00:00

A LaTeX class to typeset presentations

Updated 2023-05-13 18:35:51 +00:00

Ian Jauslin: The renormalization group, in the weak- and strong-coupling regimes, 2015

Updated 2023-05-13 18:29:15 +00:00

Eric A. Carlen, Ian Jauslin, Elliott H. Lieb: Analysis of a simple equation for the ground state of the Bose gas II: Monotonicity, Convexity and Condensate Fraction, 2020

Updated 2023-05-13 16:42:19 +00:00

Ovidiu Costin, Rodica Costin, Ian Jauslin, Joel L. Lebowitz: Non-perturbative Solution of the 1d Schrodinger Equation Describing Photoemission from a Sommerfeld model Metal by an Oscillating Field, 2022

Updated 2023-05-13 16:42:19 +00:00

Eric Carlen, Ian Jauslin, Elliott H. Lieb: Analysis of a simple equation for the ground state energy of the Bose gas, 2019

Updated 2023-05-13 16:42:19 +00:00

Eric A. Carlen, Markus Holzmann, Ian Jauslin, Elliott H. Lieb: A simplified approach to the repulsive Bose gas from low to high densities and its numerical accuracy, 2020

Updated 2023-05-13 16:42:19 +00:00

Ian Jauslin: Evidence of a liquid phase in interacting Bosons at intermediate densities, 2023

Updated 2023-05-13 16:42:19 +00:00

Ian Jauslin: Review of a Simplified Approach to study the Bose gas at all densities, 2022

Updated 2023-05-13 16:42:19 +00:00

Ian Jauslin: The Simplified approach to the Bose gas without translation invariance, 2023

Updated 2023-05-13 16:42:19 +00:00

Ian Jauslin: The Hierarchical Graphene model, 2022

Updated 2023-05-13 16:42:19 +00:00

Eric A. Carlen, Ian Jauslin, Elliott H. Lieb, Michael Loss: On the convolution inequality f>f*f, 2020

Updated 2023-05-13 16:42:18 +00:00

Ian Jauslin: Liquid Crystals and the Heilmann-Lieb model, 2018

Updated 2023-05-13 16:42:18 +00:00