# Formal Verification Engineer at Voltai

Formal Verification Engineer at Voltai in Palo Alto Office. Full-time. Posted November 12, 2025.

- Company: Voltai
- Location: Palo Alto Office
- Job type: Full-time
- Experience: 5+ years
- Posted: 2025-11-12
- Apply: https://jobs.ashbyhq.com/voltai.careers/89f37000-c5c6-43bb-bfdb-19f2321471f8/application
- Source: https://jobmagic.ai/jobs/formal-verification-engineer-voltai-ba3jbb

## Requirements

- JasperGold, VC Formal, or similar formal verification tools
- Assertion-based verification (SVA)
- Model checking and property decomposition
- Equivalence checking, abstraction refinement, and formal coverage

## Description

**About Voltai**
Voltai is developing world models, and agents to learn, evaluate, plan, experiment, and interact with the physical world. We are starting out with understanding and building hardware; electronics systems and semiconductors where AI can design and create beyond human cognitive limits.

**About the Team**
Backed by Silicon Valley’s top investors, Stanford University, and CEOs/Presidents of Google, AMD, Broadcom, Marvell, etc. We are a team of previous Stanford professors, SAIL researchers, Olympiad medalists (IPhO, IOI, etc.), CTOs of Synopsys & GlobalFoundries, Head of Sales & CRO of Cadence, former US Secretary of Defense, National Security Advisor, and Senior Foreign-Policy Advisor to four US presidents.

**About this Role**
In this role, you’ll build **formal proofs of design correctness** using model checking, property verification, and equivalence analysis. You’ll collaborate closely with RTL, verification, and ML research teams to develop hybrid formal engines that reason about AI-generated hardware at scale. You’ll define formal properties, automate assertion synthesis, and build systems that verify at the speed of thought.

**You might thrive if you have 5+ years of experience in**

- **JasperGold**, **VC Formal**, or similar formal verification tools

- **Assertion-based verification (SVA)**

- **Model checking** and **property decomposition**

- **Equivalence checking**, **abstraction refinement**, and **formal coverage**