Embersilk

ai

Embersilk is an AI company that uses llms.txt. Yes, even AIs need to explain themselves to other AIs.

Dive into Embersilk's portfolio, where innovation meets application! Featuring a blend of autonomous agents and LLM systems, Mike Breault showcases his knack for creating robust AI tools that push the boundaries of what's possible in real-time AI.

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56 lines -95%
5 sections -71%
1 file

Embersilk's llms.txt Insights

Short and sweet

5 sections. Minimalist, but hey — at least they showed up.

Goldilocks zone

56 lines — not too long, not too short. AI loves this.

What's inside Embersilk's llms.txt

Embersilk's llms.txt contains 6 sections:

  • Embersilk - AI Engineering Portfolio
  • Professional Focus
  • Key Pages
  • Generators
  • Mathematical Tools
  • Podcast

How does Embersilk's llms.txt compare?

EmbersilkDirectory AvgTop Performer
Lines561029163,447
Sections5173207

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Embersilk's llms.txt preview

First 56 of 56 lines

# Embersilk - AI Engineering Portfolio

> Embersilk is the professional portfolio of Mike Breault, an AI engineer specializing in building production LLM applications, autonomous agents, and intelligent systems. The site showcases expertise in multi-agent architectures, real-time AI integrations, and modern AI frameworks with a focus on practical, robust AI solutions.

## Professional Focus

- **LLM Applications**: Building production systems with OpenAI, Anthropic Claude, Google Gemini, and other LLM APIs
- **Autonomous Agents**: Multi-agent architectures, tool use, memory systems, and autonomous decision-making
- **Real-Time AI**: Live data processing with OpenAI TTS, streaming APIs, and websocket-based monitoring systems
- **AI Frameworks**: Expertise in LangChain, LangGraph, and emerging AI development tools

## Key Pages

- [Home / Professional Summary](https://embersilk.com): Overview of AI engineering expertise and key projects
- [Projects Portfolio](https://embersilk.com/projects): Showcase of AI projects including autonomous gaming agents, multi-agent systems, and real-time AI integrations
- [Contact](https://embersilk.com#contact): Email: [email protected] - Available for consulting and technical discussions

## Generators

- [Generators Index](https://embersilk.com/generators): Overview of all available generators
- [Color Generator](https://embersilk.com/generators/color): Random color generation
- [Integer Generator](https://embersilk.com/generators/integer): Random integer generation
- [Lorem Ipsum Generator](https://embersilk.com/generators/lorem-ipsum): Placeholder text generation
- [Password Generator](https://embersilk.com/generators/password): Secure random password generation
- [UUID4 Generator](https://embersilk.com/generators/uuid4): UUID version 4 generation
- [UUID5 Generator](https://embersilk.com/generators/uuid5): UUID version 5 generation

## Mathematical Tools

- [Math Tools Index](https://embersilk.com/math): Overview of all available mathematical tools
- [Base Converter](https://embersilk.com/math/base-converter): Convert numbers between different bases
- [Bezier Curve](https://embersilk.com/math/bezier-curve): Visualize and calculate Bezier curves
- [Binomial Expansion](https://embersilk.com/math/binomial-expansion): Expand (a + b)^n using the binomial theorem
- [Buffon's Needle](https://embersilk.com/math/buffon-needle): Monte Carlo simulation for estimating π
- [Chinese Remainder Theorem](https://embersilk.com/math/chinese-remainder-theorem): Solve systems of linear congruences
- [Collatz Conjecture](https://embersilk.com/math/collatz-conjecture): Explore the 3n+1 problem
- [Continued Fractions](https://embersilk.com/math/continued-fractions): Convert numbers to continued fraction representation
- [Divisor Function](https://embersilk.com/math/divisor-function): Calculate τ(n) and σ(n) divisor functions
- [Dyck Paths](https://embersilk.com/math/dyck-paths): Generate and visualize Dyck paths
- [Euler's Totient](https://embersilk.com/math/eulers-totient): Calculate φ(n) coprime count
- [Extended Euclidean Algorithm](https://embersilk.com/math/extended-euclidean): Calculate GCD and Bézout coefficients
- [Fibonacci](https://embersilk.com/math/fibonacci): Calculate Fibonacci numbers and golden ratio
- [Integer Partition](https://embersilk.com/math/integer-partition): Count ways to partition integers
- [Matrix Multiplication](https://embersilk.com/math/matrix-multiplication): Multiply matrices
- [Modular Exponentiation](https://embersilk.com/math/modular-exponentiation): Calculate a^b mod m efficiently
- [Numerical Integration](https://embersilk.com/math/numerical-integration): Numerical integration methods
- [Permutations & Combinations](https://embersilk.com/math/permutations-combinations): Calculate nPr and nCr
- [Polygon Area](https://embersilk.com/math/polygon-area): Calculate polygon area using Shoelace formula
- [Prime Factorization](https://embersilk.com/math/prime-factorization): Decompose integers into prime factors
- [Prime Number](https://embersilk.com/math/prime-number): Check if a number is prime
- [Quadratic Equation](https://embersilk.com/math/quadratic-equation): Solve quadratic equations
- [Sum of Five Squares](https://embersilk.com/math/sum-of-five-squares): Calculate r₅(n) representations

## Podcast

- [Intellectually Curious](https://embersilk.com/podcast/intellectually-curious): Over 1,400 AI-powered podcast episodes exploring science, mathematics, philosophy, and personal growth. Each episode features full transcripts and covers topics from quantum physics to combinatorics, generated and refined using large language models.

What is llms.txt?

llms.txt is an open standard that helps AI language models understand your website. By placing a structured markdown file at /llms.txt, websites provide AI search engines like ChatGPT, Claude, and Perplexity with a clear map of their content, services, and documentation. Companies like Embersilk use it to ensure AI accurately represents their brand when answering user queries. Read the spec.

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