output
20112026
most citedMcMillan-Mayer Theory of Solutions Revisited: Simplifications and Extensions

36 citations

8 papers

cs.CV2026

Architecture inside the mirage: evaluating generative image models on architectural style, elements, and typologies

Jamie Magrill, Leah Gornstein, Sandra Seekins +1

Generative artificial intelligence (GenAI) text-to-image systems are increasingly used to generate architectural imagery, yet their capacity to reproduce accurate images in a histo…

stat.ME2024

GenTwoArmsTrialSize: An R Statistical Software Package to estimate Generalized Two Arms Randomized Clinical Trial Sample Size

Mohsen Soltanifar, Chel Hee Lee, Amin Shirazi +3

The precise calculation of sample sizes is a crucial aspect in the design of clinical trials particularly for pharmaceutical statisticians. While various R statistical software pac…

math.GT2022★ 1 cited

Entanglement statistics of polymers in a lattice tube and unknotting of 4-plats

Nicholas R. Beaton, Kai Ishihara, Mahshid Atapour +4

The Knot Entropy Conjecture states that the exponential growth rate of the number of -edge lattice polygons with knot-type is the same as that for unknot polygons. Moreover,…

math.NA2021

Intra-Basis Multiplication of Polynomials Given in Various Polynomial Bases

S. Karami, M. Ahmadnasab, M. Hadizadeh +1

Multiplication of polynomials is among key operations in computer algebra which plays important roles in developing techniques for other commonly used polynomial operations such as…

physics.chem-ph2014★ 36 cited

McMillan-Mayer Theory of Solutions Revisited: Simplifications and Extensions

Shaghayegh Vafaei, Bruno Tomberli, C. G. Gray

McMillan and Mayer (MM) proved two remarkable theorems in their paper on the equilibrium statistical mechanics of liquid solutions. They first showed that the grand canonical parti…

cs.SC2013

On the length of integers in telescopers for proper hypergeometric terms

Manuel Kauers, Lily Yen

We show that the number of digits in the integers of a creative telescoping relation of expected minimal order for a bivariate proper hypergeometric term has essentially cubic grow…