6 citations · 32 across the 13 of their papers we have counts for
13 papers
Statistical mechanics approach to lattice field theory
Arturo Amador, Johan Skule Høye, Kåre Olaussen
The mean spherical approximation (MSA) is a closure relation for pair correlation functions (two-point functions) in statistical physics. It can be applied to a wide range of syste…
A Python Class for Higher-Dimensional Schrödinger Equations
Amna Noreen, Kåre Olaussen
We announce a Python class for numerical solution of Schr{ö}dinger equations in one or more space dimensions, employing some recently developed general classes for numerical soluti…
Python Classes for Numerical Solution of PDE's
Asif Mushtaq, Trond Kvamsdal, Kåre Olaussen
We announce some Python classes for numerical solution of partial differential equations, or boundary value problems of ordinary differential equations. These classes are built on…
Properties of the Virial Expansion and Equation of State of Ideal Quantum Gases in Arbitrary Dimensions
Kåre Olaussen, Asle Sudbø
The virial expansion of ideal quantum gases reveals some interesting and amusing properties when considered as a function of dimensionality . In particular, the convergence radi…
Generating Very-High-Precision Frobenius Series with Apriori Estimates of Coefficients
Amna Noreen, Kåre Olaussen
The Frobenius method can be used to compute solutions of ordinary linear differential equations by generalized power series. Each series converges in a circle which at least extend…
Estimating Coefficients of Frobenius Series by Legendre Transform and WKB Approximation
Amna Noreen, Kåre Olaussen
The Frobenius method can be used to represent solutions of ordinary differential equations by (generalized) power series. It is useful to have prior knowledge of the coefficients o…