{"id":11030,"date":"2026-07-22T21:02:46","date_gmt":"2026-07-22T21:02:46","guid":{"rendered":"https:\/\/gots.edu.my\/?p=11030"},"modified":"2026-07-22T21:02:46","modified_gmt":"2026-07-22T21:02:46","slug":"full-deployment-hermes-4-14b-awq-4bit-zero-config","status":"publish","type":"post","link":"https:\/\/gots.edu.my\/zh\/full-deployment-hermes-4-14b-awq-4bit-zero-config\/","title":{"rendered":"Full Deployment Hermes-4-14B-AWQ-4bit Zero Config"},"content":{"rendered":"<p><img decoding=\"async\" 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applications. Leveraging the latest transformer architecture and AWQ (Activation-aware Weight Quantization) technology, this model achieves a remarkable 4-bit representation, striking a perfect balance between performance and memory efficiency. This innovative approach enables faster inference speeds on consumer-grade hardware while maintaining exceptional accuracy on benchmarks. Moreover, a dedicated fine-tuning pipeline empowers developers to tailor the model for specialized tasks like code generation, dialogue, and summarization. By harnessing the power of large language models, we can unlock unprecedented possibilities in natural language processing.**Core Specifications:**1. Parameter Count:\t\u2022 14 billion parameters2. Quantization:\t\u2022 4-bit AWQ3. Inference Speed:\t\u2022 Faster on consumer-grade hardware4. Accuracy:\t\u2022 High performance on benchmarks<\/p>\n<h4>Key Features of Hermes-4-14B-AWQ-4bit<\/h4>\n<ul>\n<li>Optimized for research and commercial deployment<\/li>\n<li>Leverages AWQ technology for compact 4-bit representation<\/li>\n<li>Faster inference speed on consumer-grade hardware<\/li>\n<li>Maintains high accuracy on benchmarks<\/li>\n<li>Dedicated fine-tuning pipeline for specialized tasks<\/li>\n<\/ul>\n<h4>Benefits of Large Language Models like Hermes-4-14B-AWQ-4bit<\/h4>\n<ol>\n<li>Powers advanced natural language processing capabilities<\/li>\n<li>Enables seamless communication between humans and machines<\/li>\n<li>Accelerates research in areas like NLP, AI, and more<\/li>\n<li>Fosters innovation in applications like chatbots, virtual assistants, and content generation<\/li>\n<li>Paves the way for more efficient and effective automation of tasks<\/li>\n<\/ol>\n<h4>Unlocking Potential with Large Language Models<\/h4>\n<p>By embracing large language models like Hermes-4-14B-AWQ-4bit, we can unlock new possibilities in fields like NLP, AI, and beyond. With their cutting-edge technology and innovative approaches, these models empower developers to create more efficient, effective, and intuitive solutions for a wide range of applications. Whether it&#8217;s powering chatbots, virtual assistants, or content generation tools, large language models are poised to revolutionize the way we interact with machines and each other.**Join the Future of Large Language Models**As researchers and developers, we have the opportunity to shape the future of large language models like Hermes-4-14B-AWQ-4bit. By collaborating on initiatives that promote innovation, accessibility, and responsible development, we can unlock the full potential of these models and create a more inclusive, intuitive, and effective NLP landscape for all.<\/p>\n<ul>\n<li>Installer configuring local audio separation models for stem extraction<\/li>\n<li>Full Deployment Hermes-4-14B-AWQ-4bit Local Guide<\/li>\n<li>Script downloading specialized multi-column layout parsing models for PDF engine scrapers<\/li>\n<li>How to Deploy Hermes-4-14B-AWQ-4bit Windows 10<\/li>\n<li>Installer deploying local search synthesis engines with offline model parsing<\/li>\n<li>Install Hermes-4-14B-AWQ-4bit 100% Private PC Easy Build<\/li>\n<li>Installer configuring local neo4j connections for advanced model memory<\/li>\n<li>Quick Run Hermes-4-14B-AWQ-4bit 100% Private PC<\/li>\n<\/ul>\n<p><a href='https:\/\/syllapost.com\/category\/excel\/'>https:\/\/syllapost.com\/category\/excel\/<\/a><\/p>","protected":false},"excerpt":{"rendered":"<p>\ud83d\udd0d Hash-sum: 93d3b1e02cdb17df8d952ab87b38ddec | \ud83d\udd53 Last update: 2026-07-17 Verify Processor: 4.0 GHz+ boost clock recommended for CPU inference RAM: enough space for background apps and OS overhead Disk: high-speed SSD 120 GB to cache model layers Graphics: stable 30+ tk\/s at 4-bit quantization on medium [&hellip;]<\/p>","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[67],"tags":[],"class_list":["post-11030","post","type-post","status-publish","format-standard","hentry","category-hubs"],"_links":{"self":[{"href":"https:\/\/gots.edu.my\/zh\/wp-json\/wp\/v2\/posts\/11030","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/gots.edu.my\/zh\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/gots.edu.my\/zh\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/gots.edu.my\/zh\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/gots.edu.my\/zh\/wp-json\/wp\/v2\/comments?post=11030"}],"version-history":[{"count":1,"href":"https:\/\/gots.edu.my\/zh\/wp-json\/wp\/v2\/posts\/11030\/revisions"}],"predecessor-version":[{"id":11032,"href":"https:\/\/gots.edu.my\/zh\/wp-json\/wp\/v2\/posts\/11030\/revisions\/11032"}],"wp:attachment":[{"href":"https:\/\/gots.edu.my\/zh\/wp-json\/wp\/v2\/media?parent=11030"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/gots.edu.my\/zh\/wp-json\/wp\/v2\/categories?post=11030"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/gots.edu.my\/zh\/wp-json\/wp\/v2\/tags?post=11030"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}