Iterative post-order Updated 2025-07-16
This is the hardest one to do iteratively.
Ladder operator Updated 2025-07-16
www.physics.udel.edu/~jim/PHYS424_17F/Class%20Notes/Class_5.pdf by James MacDonald shows it well.
And then we can prove the ladder properties easily.
The commutator appear in the middle of this analysis.
New Revolutions in Particle Physics by Leonard Susskind (2009) Updated 2025-07-16
Omniscient debugging Updated 2025-07-16
What it adds on top of reverse debugging: not only can you go back in time, but you can do it instantaneously.
Or in other words, you can access variables from any point in execution.
pyenv Updated 2025-07-16
Python
abc
Updated 2025-07-16 Python
ast
Updated 2025-07-16 Python scientific library Updated 2025-07-16
Classification of Pythagorean triples Updated 2025-07-16
Conda Updated 2025-07-16
Conda is like pip, except that it also manages shared library dependencies, including providing prebuilts.
This has made Conda very popular in the deep learning community around 2020, where using Python frontends like PyTorch to configure faster precompiled backends was extremely common.
It also means that it is a full package manager and extremely overbloated and blows up all the time. People should just use Docker instead for that kind of stuff: www.reddit.com/r/learnmachinelearning/comments/kd88p8/comment/keco07k/
You also have to buy a license to use their repos if you are part of a large-enough organization: stackoverflow.com/questions/74762863/are-conda-miniconda-and-anaconda-free-to-use-and-open-source
Python web framework Updated 2025-07-16
virtualenv Updated 2025-07-16
python3 -m pip install --user virtualenv
virtualenv .venv
. .venv/bin/activate
pip install -r requirements.txt
Electron magnetic moment Updated 2025-07-16
Euclid's formula Updated 2025-07-16
Problem Book in Quantum Field Theory by Voja Radovanovic (2008) Updated 2025-07-16
QuTech Academy Updated 2025-07-16
One of their learning sites: www.qutube.nl/
The educational/outreach branch of QuTech.
Before Present Updated 2025-07-16
Hermite polynomials Updated 2025-07-16
Show up in the solution of the quantum harmonic oscillator after separation of variables leading into the time-independent Schrödinger equation, much like solving partial differential equations with the Fourier series.
I.e.: they are both:
- solutions to the time-independent Schrödinger equation for the quantum harmonic oscillator
- a complete basis of that space
Renormalization group Updated 2025-07-16
ResNet implementation Updated 2025-07-16
- torchvision ResNet
- MLperf v2.1 ResNet contains a pre-trained ResNet ONNX at zenodo.org/record/4735647/files/resnet50_v1.onnx for its inference benchmark. We've tested it at: Run MLperf v2.1 ResNet on Imagenette.
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