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  • Rank 801,539 (Top 16 %)
  • Language
    CSS
  • Created about 3 years ago
  • Updated about 3 years ago

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Repository Details

This is a document collecting or different `Obsidian` snippets, how to write, how to use and how to expand

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1

zizhengyang.github.io

https://zizhengyang.github.io/
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Mind_Maps_of_Reading

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flutter_wk

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4

Summer-ResNet-solve-PDE-research-code

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5

AI-Paper-Collection

Jupyter Notebook
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6

DrawingProofs

Using {https://github.com/jgraph/drawio-desktop} to draw flowcharts about math proofs
Python
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7

Phase_transition

This work expands the application of Gibb's canonical ensemble to ecological modeling. Previously, the ensemble was used to model species competing for resources in an environment with a fixed carrying capacity. Now, we extend the model to also cover the population growth before the carrying capacity is reached, by assuming the existence of an imaginary species, and observe a phase transition to the previously studied resource-limited situation. Standard quantities from statistical mechanics are reinterpreted in our biological context. For example, energies become growth rates, temperature becomes time, and the continuous thermodynamic potential gives a normalized logarithmic total population count before the phase transition, and a mortality count afterwards. In addition, when a phase space interpretation is given to the quasilinearization used for a classical solution of the differential equations governing the resource-limited situation, it is possible to extend the interpretation regularly to the period of unconstrained growth that precedes the phase transition.
MATLAB
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8

Blok_us

simulate a broad game called Blok_us
C#
1
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9

datena-notebook

datena is a web-based modular notebook
HTML
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10

BookMiner

Java
1
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11

MyPrograms

Python
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12

AbstractAlgebraLectureNote

2021 spring abstract algebra lecture note, contains introduction to group theory, ring theory, field theory, Galois theory
1
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13

grades

Python
1
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14

MRW

MRW is a map generator using many kinds of algorithms in order to make the best simulation of real and logical world
1
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