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The website downloads provide a separate reading ZIP for each work. Each contains its selected reading files, linked claim guides, available license notices, a source revision, and SHA-256 checksums. The website lists file counts and sizes before download.

Use Build your own ZIP to combine files from several works. Start with reading files or PDFs, then adjust individual manuscript sources, Lean files, code, guides, and worked examples. The selector shows the file count and size, adds available license notices, and checks each file against its recorded SHA-256 checksum. Choose Prepare ZIP, then Save ZIP when it is ready. You can cancel preparation without losing your choices. Custom ZIPs support up to 200 MiB of source files and are prepared in your browser. The ready-made ZIPs also work without JavaScript.

These are reading selections. TeX may depend on additional files, and the ZIP is not a complete Lean or software build. Use the source instructions below for a full component.

Paper I: Typed Operator Systems, Seed Rank, and Exact Packet Coordinates

Reading ZIP and contents · Work and evidence

Paper II: Refinement Towers, Weighted Transfer, and Integral Separation of Operator Packets

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Paper III: Typed Transfer, Nonlinear Packets, and Obstruction Theory

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Paper IV: Cyclic Analytic Functions, Reciprocal Families, and Spectral Zero Data

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Paper V: Polyphase Signal Calculus

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Paper VI: Transfer Semigroups: Stochastic, Bayesian, Fractional, and PDE Realizations

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Paper VII: Quantum Seed Calculus

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Paper VIII: Packet Operator Algorithms, Exact Compilation, and GPU Realization

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Paper IX: Arithmetic Packets, Dyadic Towers, and Local Polynomial Deformation

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Paper X: Universal Residual Seeds and Conditional Occupied-System Completion

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Paper XI: Packets, Arithmetic Realization, and Conditional Comparison

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Paper XII: Patching Support, Hecke Packets, and Conditional Automorphic Completion

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Realization Calculus

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Proof Path Theory

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Komorebi Methodology

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Large Signal Model

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Special Functions

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Machine Societies

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Certified Inference

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Constructive Repair

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Information Realization

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Komorebi Space

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KZFC and Residual Reflection

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Logical Resolution

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p-adic Canonical Realization

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Realization Boundaries

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Representation Calculus

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Sufficient Resolution

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Machine Native Reasoning

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Quantum and Circuits

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Physics

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COS Method

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COS Method: formal continuation

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Self-Improving Intelligence

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Self-Improving Intelligence: visual guide

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Grounded Abstraction

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Machine Understanding

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Agent Dynamics

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Arithmetic J-Space Training Lab

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J-Space Causal Lab

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J-Space Collections

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Workspace Incubator

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OSL and Neuralese

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OSL and Neuralese: reading edition

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RRCT multispace convergence protocol

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RRCT

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SRIC: external semantic admission

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SRIC: endogenous semantic witness

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Stratified Recursive Improvement Closure

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AVOC

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Hypergraph Lumpability and Bayesian Refinement

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PRISM-1R

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PRISM-1

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Certified Bayesian Inference

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Stratified Relational Workspace Theory

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Machine Theory: formal development

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Machine Native Reasoning: wider continuation

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ABC: global RR8 branch

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ABC: source and evidence reader

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AddMul Arithmetic Reconstruction

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Beal: source and evidence

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Catalan Constant: source and evidence

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Collatz and Riemann: source and evidence

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Euler Signal Bridge

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Gaussian Elimination: collected guide

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Hilbert 12: ambient dual slice

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Hilbert 12: analytic Fourier branch

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Hilbert 12: closure attempt

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Hilbert 12: contracting ambient torsion

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Hilbert 12: cubic divisor development

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Hodge: source and evidence

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Inverse Galois: source and evidence

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IUT Valuation Hulls

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Lehmer: source and evidence

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The Possibility for a Machine Native Mathematics

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Revised reading edition and editable sources. The original source selection above remains available.

Model-Theory Normalization

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Prime-Contact Coherence Calculus

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Resolution Semantics

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Seeded Two-Axis Calculus

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Signal Reconstruction

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Stratified Universality

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Streaming Polyphase Factor Decomposition / SKAT

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Strong Artin: source and evidence

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Universal Generative Deformation Calculus

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Large Signal Model software

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Machine Theory Compendium

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Physics: curvature states

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Physics: energy and backreaction

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Physics: origin locking

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Realization Calculus: twin edition

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Obtain a full component

Use Git 2.25 or later for sparse checkout. Replace COMPONENT_PATH with the exact source directory linked from the work page. Record the checked-out revision.

git clone --filter=blob:none --no-checkout https://github.com/KomorebiP/Operation-KOMOREBI.git komorebi-work
cd komorebi-work
git sparse-checkout init --cone
git sparse-checkout set COMPONENT_PATH
git checkout main
git rev-parse HEAD

This obtains the selected component and root files. Dependencies or sibling projects named by its build instructions may still need to be added. For the complete collection checks, use a full checkout as described in Verification.

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