Bonn Mathematics

Research data from all areas of Bonn mathematics.

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11 to 20 of 431 Results

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
Numerical simulation for a one-dimensional radiative transfer equation Jul 31, 2025 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...
code.py Jul 31, 2025 - Numerical simulation for a one-dimensional radiative transfer equation Python Source Code - 1.9 KB - MD5: 2f2808b8926a4a019e5c32c2b8a726f2 This document contains the Python code for the simulation
Licence.txt Jul 31, 2025 - Numerical simulation for a one-dimensional radiative transfer equation Plain Text - 1.1 KB - MD5: 6a758fffe5bcdd5f24429451e5486fb4
Plot.png Jul 31, 2025 - Numerical simulation for a one-dimensional radiative transfer equation PNG Image - 62.3 KB - MD5: c9a1ae6fa8e0f3e8f1f21f2d2799fd76
Readme.pdf Jul 31, 2025 - Numerical simulation for a one-dimensional radiative transfer equation Adobe PDF - 208.7 KB - MD5: 4952d2e8aa5936f8c88c4f89daca72c4 This document describes the analyzed problem and the method used in order to develop the simulation.
Simulation for quasi-geodesic in ASEP and speed changed ASEP Dec 12, 2024 Ferrari, Patrik; Liu, Min, 2024, "Simulation for quasi-geodesic in ASEP and speed changed ASEP", https://doi.org/10.60507/FK2/PESMFT, bonndata, V1 This repository contains the code to simulate ASEP and ASEPsc. Apart from the particle's position, it can also be used to simulate the endpoint of quasi-geodesic in both processes. A data set containing the results of one million trials is also provided.
Install.txt Dec 12, 2024 - Simulation for quasi-geodesic in ASEP and speed changed ASEP Plain Text - 378 B - MD5: 5015492acb7aa3963704bbfcc00d9592
License.txt Dec 12, 2024 - Simulation for quasi-geodesic in ASEP and speed changed ASEP Plain Text - 1.1 KB - MD5: a2e2341a3a347194780a745ea62fbbf5
Mathematica_Code_and_Data.zip Dec 12, 2024 - Simulation for quasi-geodesic in ASEP and speed changed ASEP ZIP Archive - 291.7 KB - MD5: 873176f90ea9a9fa62fcda6007e0e5bc This document contains the data of the simulation results and the Mathematica code used to analyze this data.

K_tau_22.m

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

Wolfram Mathematica Code - 335 B -

Numerical simulation for a one-dimensional radiative transfer equation

Jul 31, 2025

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...

code.py

Jul 31, 2025 - Numerical simulation for a one-dimensional radiative transfer equation

Python Source Code - 1.9 KB -

This document contains the Python code for the simulation

Licence.txt

Jul 31, 2025 - Numerical simulation for a one-dimensional radiative transfer equation

Plain Text - 1.1 KB -

Plot.png

Jul 31, 2025 - Numerical simulation for a one-dimensional radiative transfer equation

PNG Image - 62.3 KB -

Readme.pdf

Jul 31, 2025 - Numerical simulation for a one-dimensional radiative transfer equation

Adobe PDF - 208.7 KB -

This document describes the analyzed problem and the method used in order to develop the simulation.

Simulation for quasi-geodesic in ASEP and speed changed ASEP

Dec 12, 2024

Ferrari, Patrik; Liu, Min, 2024, "Simulation for quasi-geodesic in ASEP and speed changed ASEP", https://doi.org/10.60507/FK2/PESMFT, bonndata, V1

This repository contains the code to simulate ASEP and ASEPsc. Apart from the particle's position, it can also be used to simulate the endpoint of quasi-geodesic in both processes. A data set containing the results of one million trials is also provided.

Install.txt

Dec 12, 2024 - Simulation for quasi-geodesic in ASEP and speed changed ASEP

Plain Text - 378 B -

License.txt

Dec 12, 2024 - Simulation for quasi-geodesic in ASEP and speed changed ASEP

Plain Text - 1.1 KB -

Mathematica_Code_and_Data.zip

Dec 12, 2024 - Simulation for quasi-geodesic in ASEP and speed changed ASEP

ZIP Archive - 291.7 KB -

This document contains the data of the simulation results and the Mathematica code used to analyze this data.

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