TAG ARCHIVE
clustering
4 MARIA OS blog articles tagged clustering, organized as a Bonginkan topic archive for search engines and LLM retrieval.
Judgment OS / Decision Intelligence OS
Core MARIA OS research on turning organizational judgment into executable decision systems.
Agentic Company Architecture
Research on human-agent organizations, delegation boundaries, role topology, and governed autonomy.
Responsibility Gates and AI Governance
Safety, accountability, fail-closed gates, auditability, and human-in-the-loop control for AI agents.
Multi-Agent Mathematics
Formal models for convergence, stability, game theory, graph dynamics, and multi-agent evaluation.
Agentic R&D and Judgment Science
Research operations, simulation labs, judgment science, recursive improvement, and experimental AI governance.
The Algorithm Stack for Agentic Organizations: 10 Essential Algorithms Mapped to a 7-Layer Architecture
Beyond generative AI: a practical computational substrate for self-governing enterprises
An agentic company is not built on generative AI alone. We present 10 core algorithms across language, tabular prediction, state-transition control, graph structure, and anomaly detection, organized into a 7-layer architecture for enterprise governance workloads.
Clustering Algorithms for Emergent Agent Role Specialization
How k-means, DBSCAN, and hierarchical clustering form the computational mechanism of organizational role formation
Role specialization in agentic companies can be analyzed as a clustering phenomenon. We show how k-means supports initial role assignment, DBSCAN discovers natural clusters without fixed role counts, and hierarchical clustering models nested organizational structure. We derive a role-specialization equation and describe how MARIA OS applies dynamic re-clustering for organizational adaptation.
Contract Risk Vectorization: Transforming Legal Clauses into Computable Risk Vectors
Converting contract provisions into multi-dimensional risk representations and extracting negatively correlated clause clusters for automated risk assessment
Enterprise contract review is still heavily manual in many organizations. We present a mathematical framework that transforms legal clauses into dense risk vectors `r_i in R^d`, builds inter-clause correlation matrices, and extracts negatively correlated clause clusters associated with adversarial or misaligned provisions. The quantitative examples in this post should be read as internal review-simulation signals for triage support, not as a replacement for legal judgment or as universal due-diligence performance claims.
Spectral Decomposition of Conflict Clusters: Extracting Opposition Factions via Laplacian Eigenvectors
Using graph Laplacian analysis and Fiedler vectors to reveal hidden factional structure in multi-agent conflict networks
Repeated agent conflicts can form factional structures that are hard to detect from pairwise analysis alone. This paper applies spectral graph theory by constructing conflict-graph Laplacians, analyzing eigenspectra, and using the Fiedler vector to partition opposition groups. We extend to k-faction decomposition via higher eigenvectors and present visualization methods that translate spectral patterns into operational governance signals.