AI Engineer, LLMs

Logical Intelligence; San Francisco (CA); On-site; USD 120,000 - 160,000; Full time

Job summary

Logical Intelligence in San Francisco is seeking an AI Engineer to design and refine algorithms for Large Language Models (LLMs). You will implement innovative reasoning approaches while collaborating with AI experts to drive advancements in formal verification.

The ideal candidate will have extensive experience in ML Infrastructure, particularly in optimization and distributed training. Strong programming skills in Python/C++ and familiarity with state-of-the-art ML frameworks are essential.

Qualifications

• Deep understanding of transformers' internals and complex learning approaches.
• 3+ years of production experience in ML Infrastructure and DataOps.
• Proficiency with Kubernetes and distributed training.

Responsibilities

• Implement new reasoning algorithms and models.
• Evaluate reasoning approaches and optimize LLM pipelines.
• Work closely with AI experts and formal verification engineers.

Skills

Transformers internals

Python/C++ programming

Deep Learning frameworks (PyTorch/TensorFlow/JAX)

Optimizing ML systems

Kubernetes proficiency

Communication skills

Job description

At Logical Intelligence, we're revolutionizing software development with AI-powered formal verification. We've developed groundbreaking agents that provide mathematical guarantees of code correctness, ensuring that software behaves exactly as intended while proactively identifying bugs and security vulnerabilities. Our novel foundation model enables scalable, precise reasoning for formally verifiable code across Rust, Golang, and smart contract VMs. We’ve won a well-known formal verification benchmark called PutnamBench, which consists of 672 hard math problems from the William Lowell Putnam Exam, the oldest collegiate mathematics competition in North America. Backed by a world-class team – including ICPC champions, a Fields Medalist and an ACM Turing Award winner – we're building the future where all code is provably correct.

About the role

Join our team as an AI Engineer and help us push the boundaries of what's possible in logical reasoning! We’re looking for a motivated individual to design, implement, and refine efficient Large Language Models (LLMs) pipelines for scaled distributed training. You'll be at the forefront of designing and refining algorithms that go beyond the capabilities of traditional LLMs. You'll work closely with a talented team of AI experts, EBM specialists, formal verification engineers, and software developers to create groundbreaking solutions.

What you'll do

• Implement new reasoning algorithms and models
• Evaluate reasoning approaches, including latent space reasoning
• Pre-train, fine-tune, and modify the State-of-the-Art LLMs
• Optimizing and scaling LLM pipelines
• Adjust frameworks and interfaces to accelerate machine learning development
• Derive practical solutions and integrate them with the results of other teams to provide the best overall resolution

Qualifications

• Deep understanding of transformers' internals, and ability to make radical changes to the architecture and handle higher-order derivatives
• Expertise in programming languages and tools critical for high-performance computing in Python/C++ and machine learning including Deep Learning frameworks like PyTorch /TensorFlow/JAX
• Expertise in optimizing machine learning systems, including general techniques and LLM-specific optimizations
• Understanding state-of-the-art approaches in LLM reasoning
• Ability to understand complex learning approaches, such as energy-based models
• 3+ years of production experience in ML Infra, DataOps, distributed training. Proficiency with Kubernetes clusters and distributed compute assets
• Strong communication and teamwork skills
• Readiness to explore and promote cutting edge technologies in ML Infrastructure domain and beyond

Bonus Points

• Demonstrated publications in any of the major conferences
• Experience in EBM or latent reasoning
• Mathematical Reasoning – discrete math and logic