Výsledky vyhledávání - "PARTITION functions"

Variational functional in local density approximation for coulombic electrolyte correlations in the electric double layer.

Autoři: Bruch, Nils Binninger, Tobias Huang, Jun a další

Zdroj: Journal of Chemical Physics. 6/14/2025, Vol. 162 Issue 21/22, p1-27. 27p.

Témata: *ELECTRIC double layer, *PARTITION functions, *ACTIVITY coefficients, *DIELECTRICS, *ELECTROLYTES

Semiclassical transition state theory through the lens of the restricted partition function.

Autoři: Popov, Alexander V. Hernandez, Rigoberto

Zdroj: Journal of Chemical Physics. 6/7/2025, Vol. 162 Issue 21, p1-10. 10p.

Témata: *PARTITION functions, *LARGE space structures (Astronautics), *HEISENBERG uncertainty principle, *DENSITY of states, *INTEGRALS

A partition function estimator.

Autoři: Chiang, Ying-Chih Otto, Frank Essex, Jonathan W.

Zdroj: Journal of Chemical Physics. 1/14/2025, Vol. 162 Issue 2, p1-14. 14p.

Témata: *PARTITION functions, *HARMONIC oscillators, *PROOF of concept, *FLUIDS

Adsorbate phase transitions on nanoclusters from nested sampling.

Autoři: Chatbipho, Thanawitch Yang, Ray Wexler, Robert B. a další

Zdroj: Journal of Chemical Physics; 11/7/2025, Vol. 163 Issue 17, p1-12, 12p

Témata: PHASE transitions, ADSORBATES, PARTITION functions, COORDINATION compounds, MICROCLUSTERS

CORRELATION DECAY AND PARTITION FUNCTION ZEROS: ALGORITHMS AND PHASE TRANSITIONS.

Autoři: JINGCHENG LIU SINCLAIR, ALISTAIR SRIVASTAVA, PIYUSH

Zdroj: SIAM Journal on Computing. 2025, Vol. 54 Issue 4, p200-252. 53p.

Témata: PARTITION functions, ISING model, APPROXIMATION algorithms, POTTS model, SPATIAL analysis (Statistics), PHASE transitions

Bending elasticity of the reversible freely jointed chain.

Autoři: Yi, Minsu Lee, Dongju Benetatos, Panayotis

Zdroj: Journal of Chemical Physics. 12/21/2024, Vol. 161 Issue 23, p1-14. 14p.

Témata: *REVERSIBLE phase transitions, *PARTITION functions, *HINGES, *ELASTICITY, *SPINE

Smoothed Analysis with Adaptive Adversaries.

Autoři: Haghtalab, Nika Roughgarden, Tim Shetty, Abhishek

Zdroj: Journal of the ACM. Jun2024, Vol. 71 Issue 3, p1-34. 34p.

Témata: PARTITION functions, ONLINE education, UNIT ball (Mathematics), ONLINE algorithms, OPEN-ended questions

Legendre Theorems for a Class of Partitions with Initial Repetitions.

Autoři: Nyirenda, Darlison Mugwangwavari, Beaullah

Zdroj: Annals of Combinatorics. Dec2025, Vol. 29 Issue 4, p1027-1043. 17p.

Témata: *PARTITIONS (Mathematics), *PARTITION functions, *IDENTITIES (Mathematics), *MATHEMATICIANS, *LEGENDRE'S functions

On Partitions with Bounded Largest Part and Fixed Integral GBG-rank Modulo Primes.

Autoři: Berkovich, Alexander Dhar, Aritram

Zdroj: Annals of Combinatorics. Dec2025, Vol. 29 Issue 4, p1063-1076. 14p.

Témata: *PARTITIONS (Mathematics), *PARTITION functions, *MATHEMATICS

From Quantum Curves to Topological String Partition Functions II.

Autoři: Coman, Ioana Longhi, Pietro Teschner, Jörg

Zdroj: Annales Henri Poincaré. Dec2025, Vol. 26 Issue 12, p4271-4365. 95p.

Témata: *PARTITION functions, *CALABI-Yau manifolds, *GEOMETRIC quantization, *WKB approximation, *DIFFERENTIAL operators, *MATHEMATICAL functions, *SUPERSYMMETRY, *MODULI theory

Approaching the thermodynamic limit of an ideal gas.

Autoři: Adhikari, Prabal Tiburzi, Brian C. Baghiyan, Sona

Zdroj: American Journal of Physics. Dec2025, Vol. 93 Issue 12, p968-973. 6p.

Témata: *IDEAL gases, *PARTITION functions, *PARTICLE interactions, *MATHEMATICAL models, *STATISTICAL mechanics, *CANONICAL ensemble, *QUANTUM theory, *DENSITY

Proofs of four conjectures of Ballantine, Feigon and Merca on linear inequalities of partitions with odd parts.

Autoři: Yao, Olivia X.M.¹ (AUTHOR) yaoxiangmei@163.com

Zdroj: Journal of Number Theory. Dec2025, Vol. 277, p344-368. 25p.

Témata: *EULER'S numbers, *PARTITION functions, *LOGICAL prediction

Hecke relations for eta multipliers and congruences for higher-order smallest parts functions.

Autoři: Williams, Clayton¹ (AUTHOR) cw78@illinois.edu

Zdroj: Journal of Number Theory. Dec2025, Vol. 277, p325-343. 19p.

Témata: *PARTITION functions, *MODULAR forms, *STATISTICS

Korporace: ETA (Organization)

ON $5^k$ -REGULAR PARTITIONS MODULO POWERS OF $5$.

Autoři: HEMANTHKUMAR, B. GIREESH, D. S.

Zdroj: Bulletin of the Australian Mathematical Society. Dec2025, Vol. 112 Issue 3, p449-457. 9p.

Témata: *PARTITIONS (Mathematics), *PARTITION functions, *CONGRUENCES & residues, *ARITHMETIC functions, *MATHEMATICAL sequences, *NUMBER theory

Some identities on Fu–Tang’s partition statistic of partitions with even parts below odd parts.

Autoři: Jin, Jing Jin, Liuxin Sang, Doris D. M. a další

Zdroj: International Journal of Number Theory. Nov2025, p1-17. 17p.

Témata: *PARTITION functions, *IDENTITIES (Mathematics), *CONGRUENCES & residues, *MATHEMATICIANS

A new modular plethystic [formula omitted]-isomorphism [formula omitted].

Autoři: Martinez, Alvaro L. Wildon, Mark

Zdroj: Journal of Algebra. Nov2025, Vol. 682, p360-379. 20p.

Témata: *PARTITION functions, *COMPLEX numbers, *SCHUR functions, *MULTIPLICATION

Congruences like Atkin's for generalized Frobenius partitions.

Autoři: Ahlgren, Scott Andersen, Nickolas Dicks, Robert

Zdroj: Bulletin of the London Mathematical Society. Nov2025, p1. 17p.

Témata: *PARTITION functions, *MODULAR forms, *CONGRUENCE lattices, *CUSP forms (Mathematics), *NUMBER theory, *PARTITIONS (Mathematics)

Arithmetic density and congruences for Andrews’ integer partitions with even parts below odd parts.

Autoři: Jin, Jing Yao, Olivia X. M.

Zdroj: International Journal of Number Theory. Oct2025, p1-12. 12p.

Témata: *PARTITIONS (Mathematics), *PARTITION functions, *CONGRUENCE lattices, *MODULAR forms

Comment on "Effects of external field and potential on non-relativistic quantum particles in disclinations background".

Autoři: Fernández, Francisco M.¹ (AUTHOR) fernande@quimica.unlp.edu.ar

Zdroj: International Journal of Geometric Methods in Modern Physics. Oct2025, Vol. 22 Issue 12, p1-5. 5p.

Témata: *PARTITION functions, *THERMODYNAMIC functions, *PSEUDOPOTENTIAL method, *PARTICLES (Nuclear physics), *DISCLINATIONS, *DEGREES of freedom, *MOLECULES

Further arithmetic properties of Andrews’ integer partitions with even parts below odd parts.

Autoři: Sarma, Abhishek¹ (AUTHOR) abhitezu002@gmail.com

Zdroj: QM - Quaestiones Mathematicae. Oct2025, p1-19. 19p.

Témata: *PARTITION functions, *CONGRUENCES & residues, *ARITHMETIC, *MATHEMATICS, *PARTITIONS (Mathematics), *MULTIPLICITY (Mathematics)