15 citations
Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.
- Riga Technical UniversityLV3 papers
- Wilfrid Laurier UniversityCA3 papers
- Ben-Gurion University of the NegevIL2 papers
- University of LatviaLV2 papers
- Western Norway University of Applied SciencesNO2 papers
- Basque Center for Applied MathematicsES1 paper
- Institute of Semiconductor PhysicsRU1 paper
- McGill UniversityCA1 paper
- Southern University of Science and TechnologyCN1 paper
- UL Institute of Mathematics and Computer ScienceLV1 paper
- ZHAW Zurich University of Applied SciencesCH1 paper
6 papers
Checked-In Secret Detection: Strings Are All You Need
Zhengdong Huang, Kevin Li, Jinqiu Yang +2
Hardcoded secrets in source code pose critical security vulnerabilities which can be easily exploited by malicious adversaries. Existing regex-based detection approaches suffer fro…
Corrections to scaling in the 3D Ising model: a comparison between MC and MCRG results
J. Kaupuzs, R. V. N. Melnik
Corrections to scaling in the 3D Ising model are studied based on Monte Carlo (MC) simulation results for very large lattices with linear lattice sizes up to L=3456. Our estimated…
Lorentzian geometry and variability reduction in airplane boarding: Slow passengers first outperforms random boarding
Sveinung Erland, Jevgenijs Kaupužs, Albert Steiner +1
Airlines use different boarding policies to organize the queue of passengers waiting to enter the airplane. We analyze three policies in the many-passenger limit by a geometric rep…
Lorentzian geometry based analysis of airplane boarding policies highlights slow passengers first as better
Sveinung Erland, Jevgenijs Kaupužs, Vidar Frette +2
We study airplane boarding in the limit of large number of passengers using geometric optics in a Lorentzian metric. The airplane boarding problem is naturally embedded in a 1+1 di…
Correlation functions, universal ratios and Goldstone mode singularities in n-vector models
J. Kaupuzs, R. V. N. Melnik, J. Rimsans
Correlation functions in the O(n) models below the critical temperature are considered. Based on Monte Carlo (MC) data, we confirm the fact stated earlier by Engels and Vogt, that…
Goldstone mode singularities in O(n) models
J. Kaupuzs, R. V. N. Melnik, J. Rimsans
Monte Carlo (MC) analysis of the Goldstone mode singularities for the transverse and the longitudinal correlation functions, behaving as G_{\perp}(k) \simeq ak^{-λ_{\perp}} and G_{…