OpenConstruct Integration Hub — the meta-repo and entry point for the SuperInstance ecosystem. Architecture, module catalog, getting started, and build system.
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Updated
May 29, 2026 - Makefile
OpenConstruct Integration Hub — the meta-repo and entry point for the SuperInstance ecosystem. Architecture, module catalog, getting started, and build system.
Conservation Spectral SDK — Python. Spectral analysis of tension graphs for anomaly detection, fingerprinting, and structural health.
Spectral conservation analysis of financial market regimes
Inverse conservation problem — reconstruct graphs from spectral measurements
A2UI (Agent-to-UI): render agent text output as visual interfaces
Conservation Spectral SDK in Common Lisp — symbolic computation and theorem proving
Conservation Spectral SDK — SIMD-accelerated spectral graph analysis in Mojo
Symplectic optimization — Hamiltonian integrators, conservation laws, natural gradient descent on Riemannian manifolds
Persistent homology for flow networks: Vietoris-Rips filtration, Betti numbers, bottleneck distance, persistence spectra
Geometric visualizations of spectral conservation — Laplacian as rubber sheet, eigenvalue shells, phase portraits
Interactive multi-agent field dynamics simulation with spectral forces
FLUX negative-space learning — discovering structure from what's absent in spectral graph data
Conservation-aware generative art from spectral graph theory
Research documentation for the Conservation Spectral Framework — papers, proofs, manifestos
Deadband detection and compression for fleet communication — BMA, Fibonacci splines, Eisenstein snap, HPDF sampling
Conservation spectral experiment: linguistic-spectral
B-splines meet spectral graph theory. Cox-de Boor = Fibonacci for function spaces. Pure Rust.
Conservation Spectral SDK — spectral graph theory for conservation analysis in TypeScript
Conservation Spectral SDK — Fortran implementation for HPC spectral graph analysis with BLAS/LAPACK integration
Mathematically elegant spectral graph theory in pure Rust — Laplacian, eigenvalues, conservation ratio, Fiedler analysis
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