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🌀 Hamiltonian Mechanics
Specific
Phase Space, Symplectic Geometry, Lagrangian, Conservation Laws
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How To Think About
Dynamic
Systems
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Time Series Analysis
chillphysicsenjoyer.substack.com
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3d
·
Substack
Density-Driven Optimal Control:
Convergence
Guarantees for Stochastic
LTI
Multi-Agent Systems
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AI
arxiv.org
·
10h
Global boundary stabilization of
1d
systems of
scalar
conservation laws
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Convex Analysis
arxiv.org
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2d
Conservation Law Breaking at the Edge of Stability: A
Spectral
Theory of
Non-Convex
Neural Network Optimization
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Optimization
arxiv.org
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10h
A Semi-Lagrangian Spherical Essentially Non-Oscillatory (
SENO
) Scheme for
Advection
Equations of S2-valued Functions
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Numerical Methods
arxiv.org
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Generative
models on
phase
space
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Large Language Models
arxiv.org
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Numerical approximation of the
Koopman-von
Neumann
equation: Operator learning and quantum computing
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Linear Algebra
arxiv.org
·
10h
Feedback control of
Lagrange
multipliers
for non-smooth constrained optimization
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Optimization Theory
arxiv.org
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1d
On Data-Driven
Koopman
Representations of Nonlinear Delay Differential
Equations
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AI
arxiv.org
·
4d
$k$-Clustering via Iterative
Randomized
Rounding
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Optimization
arxiv.org
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2d
PhaseFlow4D
:
Physically
Constrained 4D Beam Reconstruction via Feedback-Guided Latent Diffusion
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PyTorch
arxiv.org
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3d
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