gotham64

14 ms·

1.
by gotham64 7mo ago
Every AI agent platform ships a GUI. Chat windows, node editors, drag-and-drop flows, settings panels. And only a GUI. Here's why we built a native Rust CLI that shares everything with the desktop app That means: No headless operation.
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Visualize Memory with OpenPawz(github.com)
1 points by gotham64 7mo ago|0 comments
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by gotham64 8mo ago
The Librarian Method inverts the problem. Instead of the system guessing which tools to load, the agent itself requests the tools it needs — after it has understood the user's intent. The metaphor is literal: a library patron (the agen
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OpenPawz Conductor Protocol(github.com)
1 points by gotham64 8mo ago|1 comments
5.
by gotham64 8mo ago
The Conductor Protocol treats flow graphs not as programs to execute, but as blueprints of intent that can be compiled into optimized execution strategies before a single node runs. Traditional platforms interpret flows imperatively — &quot
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OpenPawz secures AI agents: From memory encryption to multi-agent governance(github.com)
1 points by gotham64 8mo ago|1 comments
7.
by gotham64 8mo ago
AI agents are powerful because they do things — they read files, run commands, send messages, search your data. That power comes with a question most agent frameworks don't answer well: What stops the agent from doing things it shouldn
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OpenPawz Engram biologically-inspired memory architecture for AI agents(github.com)
5 points by gotham64 8mo ago|1 comments
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by gotham64 8mo ago
Project Engram is a three-tier memory architecture for desktop AI agents. It replaces flat key-value memory stores with a biologically-inspired system modeled on how human memory works: incoming information flows through a sensory buffer, g
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by gotham64 8mo ago
Yes follow us here! https://github.com/OpenPawz/openpawz/tree/main
11.
by gotham64 8mo ago
Project Engram is a three-tier memory architecture for desktop AI agents. It replaces flat key-value memory stores with a biologically-inspired system modeled on how human memory works: incoming information flows through a sensory buffer, g