A reproducing kernel Hilbert space embedding of the weak continuity equation yields a sample-only objective for continuum-marginal optimal transport solved via mini-batch stochastic optimization of parametrized velocities.
Sinkhorn distances: Lightspeed computation of optimal transport
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A decentralized Sinkhorn algorithm approximates Wasserstein barycenters using local gossip protocols, event-triggered transmissions, and b-bit quantization, with proven convergence to a neighborhood of the centralized entropic solution under mild assumptions.
Graph Normalization is a convergent dynamical system that approximates MWIS by always reaching a binary maximum independent set via majorization-minimization and evolutionary game equivalence.
citing papers explorer
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Continuum-marginal optimal transport: a mesh-free kernel method
A reproducing kernel Hilbert space embedding of the weak continuity equation yields a sample-only objective for continuum-marginal optimal transport solved via mini-batch stochastic optimization of parametrized velocities.
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Geometry-Aware Decentralized Sinkhorn for Wasserstein Barycenters
A decentralized Sinkhorn algorithm approximates Wasserstein barycenters using local gossip protocols, event-triggered transmissions, and b-bit quantization, with proven convergence to a neighborhood of the centralized entropic solution under mild assumptions.
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Graph Normalization: Fast Binarizing Dynamics for Differentiable MWIS
Graph Normalization is a convergent dynamical system that approximates MWIS by always reaching a binary maximum independent set via majorization-minimization and evolutionary game equivalence.