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11 to 20 of 348 Results
K_tau_11.m
Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries
Wolfram Mathematica Code - 245 B - MD5: 7c4e62c3496642ea91fbca9e2c323caa
K_tau_12.m
Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries
Wolfram Mathematica Code - 1.2 KB - MD5: 2d445f21bbf9824696867e1e8a682780
K_tau_21.m
Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries
Wolfram Mathematica Code - 918 B - MD5: ff7de8ddafadb765d28f5e40804cf84a
K_tau_22.m
Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries
Wolfram Mathematica Code - 335 B - MD5: 0109f967da1b7b18e5140d01ef50d6ee
language_emergence_review.ipynb
Aug 20, 2025 - A framework for the emergence and analysis of language in social learning agents
Jupyter Notebook - 230.1 KB - MD5: 7d6537faa0e1277b55e85a2913652c5b
Am12.m
Aug 1, 2025 - Supplementary data for "Three-loop banana integrals with four unequal masses"
MATLAB Source Code - 600.1 KB - MD5: 2a75bae84804da7a24f6e09d9f7192af
Canonical differential equation with respect to m_1^2 in terms of the entries of the cohomology intersection matrix, Z, Jacobians
Am22.m
Aug 1, 2025 - Supplementary data for "Three-loop banana integrals with four unequal masses"
MATLAB Source Code - 556.8 KB - MD5: bb18b39bcedb258b8b64544e0e120a69
Canonical differential equation with respect to m_2^2 in terms of the entries of the cohomology intersection matrix, Z, Jacobians
Am32.m
Aug 1, 2025 - Supplementary data for "Three-loop banana integrals with four unequal masses"
MATLAB Source Code - 584.1 KB - MD5: aa4045897dd4fe58b81d0dba312b8370
Canonical differential equation with respect to m_3^2 in terms of the entries of the cohomology intersection matrix, Z, Jacobians
Am42.m
Aug 1, 2025 - Supplementary data for "Three-loop banana integrals with four unequal masses"
MATLAB Source Code - 596.6 KB - MD5: eeb408cb8c5ea506b71e19f152e6358a
Canonical differential equation with respect to m_4^2 in terms of the entries of the cohomology intersection matrix, Z, Jacobians
Diffeqm1.m
Aug 1, 2025 - Supplementary data for "Three-loop banana integrals with four unequal masses"
MATLAB Source Code - 722.8 KB - MD5: a1929f6345b967eb4e4133073c0706f1
initial differential equation matrix with respect to m_1^2
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