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usrbinkat / podcast_transcript_content_gen_pipeline.md
Created May 2, 2025 17:35
Transcript Content Generative Pipeline

Technical Content Pipeline Architecture Design Document

Overview

This document outlines the technical architecture for processing a livestream multi-host & multi-guest podcast transcript into various marketing outputs for both social media and technical marketing purposes.

Input Source

  • Format: Raw text transcript from livestream podcast
  • Components: Speaker identifiers, timestamps, full dialogue content
  • Additional metadata: Episode title, participant names/titles, recording date, episode number
obelisk on  main [?] is 📦 v0.1.0 via 🐍 v3.9.6
❯ docker model run ai/qwen3
Interactive chat mode started. Type '/bye' to exit.
> tell me about your training corpus, knowledge scope, and strongest logic and skill qualities.
<think>
Okay, the user is asking about my training corpus, knowledge scope, and the strongest logic and skill qualities. Let me start by recalling the information I have.

First, the training corpus. details due to privacy. So I should mention that it's a diverse set of texts, including books, articles, etc., up to 2024, but not the exact sources.de exact
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usrbinkat / .mcp.json
Last active April 15, 2025 00:56
mcp.json
{
"mcpServers": {
"puppeteer": {
"command": "npx",
"args": ["-y", "@modelcontextprotocol/server-puppeteer"],
"env": {
"PUPPETEER_LAUNCH_OPTIONS": "{\"headless\": \"new\", \"args\": [\"--no-sandbox\", \"--disable-setuid-sandbox\", \"--disable-dev-shm-usage\", \"--window-size=1280,720\"]}",
"ALLOW_DANGEROUS": "true"
}
},

Mathematical Foundations of the UOR-Prime Framework: A Technical Primer

Introduction:
This primer presents a comprehensive, textbook-style exploration of the mathematical foundations underlying the Universal Object Reference (UOR) and Prime Framework as described in the attached paper. Our goal is to equip the reader with deep technical mastery of all prerequisite disciplines, from fundamental definitions to advanced concepts, in a self-contained manner. We cover the following major areas, each chosen for its relevance to the UOR-Prime Template:

  • Category Theory Fundamentals – including the language of objects, morphisms, functors, and terminal objects, which form the abstract backbone of the framework.
  • Universal Properties – general constructions (like terminal objects) that guarantee uniqueness and canonicality in mathematical structures.
  • Algebraic Structures – formal definitions and examples of groups, rings, fields, and algebras, including t
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usrbinkat / 00.MCP_Research.md
Last active April 2, 2025 16:36
MCP Info Dump (Model Context Protocol for LLM Tooling)

Model-Context-Protocol (MCP) for Agentic AI Workflows

The Model-Context-Protocol (MCP) is an open standard introduced by Anthropic in late 2024 to enable AI systems (like large language model agents) to seamlessly connect with external data sources and tools. This report provides a deep dive into MCP’s architecture and its role in agentic workflows – multi-step, tool-using AI “agents” that coordinate tasks. We will cover MCP’s core concepts, how to develop MCP-compliant agents (both client and server sides), strategies for orchestrating multiple MCP-based agents (coordination, conversation state management, and tool chaining), ensuring interoperability and schema compliance, and finally compare MCP’s approach to other leading agent frameworks (LangGraph, CrewAI, OpenDevin, AutoGen, etc.), evaluating compatibility, strengths, and limitations.

MCP Architecture and Core Concepts in Agentic Systems

MCP Overview: MCP is not a programming framework or a single toolchain – it is a protocol (a

Title: Toward a Deterministic, Semantic, and Dynamically Coherent LLM: Integrating Infomorphic Neurons, UOR Digest Encoding, and Hamiltonian Mechanics

Abstract

This paper introduces a unified theoretical and implementation framework for constructing advanced language learning models (LLMs) that transcend the limitations of token-based architectures. Integrating three frontier paradigms—(1) Infomorphic Neurons via Partial Information Decomposition (PID), (2) Universal Object Reference (UOR) with 512-bit Prime Digest Encoding, and (3) Hamiltonian Mechanics as a governing model of semantic trajectory dynamics—we propose a deterministic, reversible, and fully interpretable semantic engine. This triadic approach enables the construction of dynamic, on-the-fly evolving neural knowledge graphs with canonical semantic addressability, physically grounded coherence, and intrinsically lossless transformation.

  1. Introduction

Language models have traditionally relied on probabilistic token prediction, which fragments

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usrbinkat / 00.README.md
Last active March 23, 2025 20:26
UOR JS

Universal Object Reference System (UORS)

Semantic Addressing Engine

Version License

The UORS Semantic Addressing Engine is a revolutionary framework that provides a mathematically coherent, multi-dimensional addressing system for digital objects. It enables universal, language-independent object references that remain stable across representations, languages, and domains.

This reference implementation demonstrates the core concepts of UORS using Clifford algebras, manifold structures, and coherence-based validation to create a robust semantic addressing system.

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usrbinkat / 01_mvp.md
Created March 18, 2025 20:18
konductor next gen artifacts

Phase 1 MVP Implementation Tracker: Core Architecture and Provider Modules

Overview

This document tracks the implementation progress of the Phase 1 MVP for our new Infrastructure as Code (IaC) architecture. The goal of Phase 1 is to implement the full core module architecture and establish functional provider modules for AWS, Azure, and Kubernetes that comply with our design principles.

Last Updated: March 18, 2025

Milestone Summary

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usrbinkat / Risks.md
Last active March 12, 2025 06:23
Ab Initio Quantum Many-Body Superconductivity in the Prime Framework

The Prime Framework presents an innovative fusion of number theory, algebra, and geometry, proposing a novel way to encode natural numbers in Clifford algebras and interpret them within a fiber algebraic structure. While it introduces fresh perspectives on long-standing mathematical conjectures, its viability under the pressure of solving these problems must be critically assessed.


Strengths of the Prime Framework

  1. Unique Factorization and Number Embedding

The framework ensures a unique representation of numbers across all bases, reinforcing classical number theory results like the Fundamental Theorem of Arithmetic.