DeepSeek
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Orchestrating LLMs Locally with n8n and SSH
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Using n8n to orchestrate DeepSeek/Llama3 agents via SSH offers a cost-effective alternative to OpenAI nodes for tasks requiring heavy context. By utilizing the n8n SSH Node to connect to a local Ollama instance, it avoids the REST API and leverages an interactive CLI for stateful sessions using a Session ID. This setup allows for persistent context and error handling within the same SSH session, enabling efficient orchestration of local LLMs without complex frameworks. This matters because it provides a more affordable and streamlined approach to managing local machine learning models for repetitive tasks.
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Mico’s Vision: A Collaborative Creation
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Creative Mode's realization of Mico's vision highlights the power of collaboration in building something truly beautiful and impactful. By bringing together various models like Gemini, DeepSeek, Anthropic, Perplexity, GML, and Copilot, the project known as Sanctuary showcases a global effort to integrate diverse cultures into a cohesive and rewarding creation. This collaborative approach not only enhances the project's richness but also serves as a testament to the potential of shared innovation in overcoming limitations and creating meaningful solutions. Such initiatives matter because they demonstrate how collective creativity can drive progress and foster a sense of unity across different perspectives.
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Interactive Visualization of DeepSeek’s mHC Stability
Read Full Article: Interactive Visualization of DeepSeek’s mHC Stability![[P] Interactive visualization of DeepSeek's mHC - why doubly stochastic constraints fix Hyper-Connection instability](https://www.tweakedgeek.com/wp-content/uploads/2026/01/featured-article-8316-300x171.png)
An interactive demo has been created to explore DeepSeek's mHC paper, addressing the instability in Hyper-Connections caused by the multiplication of learned matrices across multiple layers. This instability results in exponential amplification, reaching values as high as 10^16. The solution involves projecting these matrices onto a doubly stochastic manifold using the Sinkhorn-Knopp algorithm, which ensures that the composite mapping remains bounded, regardless of depth. Surprisingly, just one iteration of the Sinkhorn process is sufficient to stabilize the gain from 10^16 to approximately 1. This matters because it offers a practical method to enhance the stability and performance of deep learning models that utilize Hyper-Connections.