Implementation of "Deep Learning in Random Neural Fields: Numerical Experiments via Neural Tangent Kernel"
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Jun 19, 2024 - Jupyter Notebook
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numerical-experiments
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Convergence-theoretic reformulation of the Hodge Conjecture for K3 surfaces, with flow-based projection methods, numerical experiments, and symbolic generalizations to abelian varieties and Calabi–Yau threefolds.
mathematics algebraic-geometry symbolic-math mathematical-physics k3-surfaces cohomology math-research numerical-experiments sage-math calabi-yau hodge hodge-conjecture abelian-varieties hodge-theory gauss-manin millennium-problem theorem-verification convergence-theory
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Apr 22, 2025
Describe your numerical experiments
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Dec 2, 2021
Work for Python Tkinter GUI application for numerical experiments of the dynamics of an isolated qubit. Versions 1 and 1.2.
gui interface model physics dynamics mathematics quantum-computing tkinter 3d-models tkinter-gui tkinter-python numerical-experiments quantum-mechanincs
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Jan 12, 2021 - Python
A MATLAB toolkit of benchmark functions for numerical experiments of optimization.
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May 18, 2021 - MATLAB
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