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License: MIT

91 to 100 of 488 Results

BR_1_2.txt Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries Plain Text - 1.4 KB - MD5: 5cfb0bcd358657cad9ba5ca615ca470b
Determinant.nb Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries application/vnd.wolfram.nb - 14.8 KB - MD5: 9cb959bdca357aa91758eccb53172323
F_tau.m Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries Wolfram Mathematica Code - 864 B - MD5: 7839b60e7dd88adc093c6af00aed0dcb
Install.txt Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries Plain Text - 375 B - MD5: 49f257241984f9b1410dac946f2d752e
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
ReadMe.pdf Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries Adobe PDF - 223.7 KB - MD5: 624c6ff5eba6292421bd6f1a8a0a05e2 Readme
Numerical simulation for a one-dimensional radiative transfer equation Jul 31, 2025 - Bonn Mathematics Demattè, Elena; Velázquez, Juan J. L., 2025, "Numerical simulation for a one-dimensional radiative transfer equation", https://doi.org/10.60507/FK2/GKCIJK, bonndata, V1 This numerical simulation has been developed for the diffusion approximation of a one-dimensional stationary radiative transfer equation. Specifically, as the mean free path of the photons tends to zero this simulation depicts the formation of boundary layers and the fact that at the interior of the domain the radiation intensity becomes isotropic...

BR_1_2.txt

Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries

Plain Text - 1.4 KB -

Determinant.nb

Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries

application/vnd.wolfram.nb - 14.8 KB -

F_tau.m

Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries

Wolfram Mathematica Code - 864 B -

Install.txt

Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries

Plain Text - 375 B -

K_tau_11.m

Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries

Wolfram Mathematica Code - 245 B -

K_tau_12.m

Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries

Wolfram Mathematica Code - 1.2 KB -

K_tau_21.m

Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries

Wolfram Mathematica Code - 918 B -

K_tau_22.m

Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries

Wolfram Mathematica Code - 335 B -

ReadMe.pdf

Sep 9, 2025 - Critical fluctuations of the exponential last passage percolation with thick boundaries

Adobe PDF - 223.7 KB -

Readme

Numerical simulation for a one-dimensional radiative transfer equation

Jul 31, 2025 - Bonn Mathematics

Demattè, Elena; Velázquez, Juan J. L., 2025, "Numerical simulation for a one-dimensional radiative transfer equation", https://doi.org/10.60507/FK2/GKCIJK, bonndata, V1

This numerical simulation has been developed for the diffusion approximation of a one-dimensional stationary radiative transfer equation. Specifically, as the mean free path of the photons tends to zero this simulation depicts the formation of boundary layers and the fact that at the interior of the domain the radiation intensity becomes isotropic...

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