Navid Rezazadeh

Navid Rezazadeh

Machine Learning Research Engineer at Apple · Ph.D., UC Irvine

I work on the mathematical foundations of large language models and generative systems — LLM decoding, transformer verification, generative modeling, and GPU-accelerated scientific computing. My recent work on geometry-aware LLM decoding is an ICML 2026 spotlight.

Selected Research

Geometry-Aware Decoding for LLMs

ICML 2026 · spotlight
An LLM decoding algorithm combining Wasserstein-regularized truncation with mass penalties — producing more reliable, better-calibrated generation.

Vertex-Softmax: Tight Transformer Verification

arXiv · code
An exact softmax optimization method that yields strictly tighter certified bounds for transformer verification than standard relaxation-based approaches.

Backtracking Dynamics & Early Exit

arXiv
Investigates how LLMs revise reasoning mid-generation, and proposes early-exit criteria that reduce wasted compute without sacrificing answer quality.

Learning Contraction Policies From Offline Data

IEEE RA-L 2022 · NeurIPS SafeRL Best Paper
Contraction-theoretic policy learning from offline trajectories with formal stability guarantees.

Experience

Apple, Machine Learning Research Engineer

San Diego · Jun 2022 – Present
  • Vertex-Softmax. Exact softmax optimization yielding tighter certified bounds for transformer verification than relaxation-based methods. Open-sourced.
  • Geometry-Aware Decoding. Co-developed Wasserstein-regularized truncation with mass penalties for LLM generation. ICML 2026 spotlight.
  • Backtracking Dynamics. Investigated mid-generation reasoning dynamics in LLMs; proposed early-exit criteria for efficient inference.
  • Transformer Forecasting. Designed transformer and Informer architectures for short-horizon forecasting on high-resolution signals; benchmarked against ARIMA / ARMA under rolling out-of-sample validation.
  • Generative Modeling. Built GAN, diffusion, and copula-based surrogates for scientific simulators; validated with MMD, feature statistics, and chi-square distributional tests.
  • GPU Scientific Computing. Re-architected scalar pipelines into batched PyTorch/CUDA with multi-GPU data parallelism — multi-week runs compressed to sub-hour with CPU-reference parity.

UC Irvine, Graduate Research Assistant

Irvine · Jun 2016 – Jun 2022
  • Learning for Control. Jointly learned a neural control policy and its contraction metric from offline trajectory data, enforcing stability guarantees via contraction theory. NeurIPS SafeRL Best Paper (IEEE RA-L 2022).
  • Probabilistic Estimation. Built Kalman, sigma-point, and particle filtering methods for probabilistic localization and state estimation in noisy networked systems.
  • Distributed Optimization. Developed distributed algorithms for multi-agent submodular maximization and persistent monitoring with provable optimality bounds, using multilinear extensions, stochastic Pipage rounding, and receding-horizon policy design (Automatica 2023, Automatica 2021).
  • Private Networked Systems. Designed additive-obfuscation privacy-preserving consensus protocols with formal deterministic privacy guarantees against network eavesdroppers while preserving convergence to the true average (IEEE TCNS 2024).

Publications & Manuscripts

  1. Vertex-Softmax: Tight Transformer Verification via Exact Softmax Optimization. N. Rezazadeh, A. Gholami. arXiv.
  2. Backtracking Dynamics and Early Exit. N. Rezazadeh, A. Gholami, P. Pezeshkpour. arXiv.
  3. Geometry-Aware Decoding with Wasserstein-Regularized Truncation and Mass Penalties for LLMs. A. Gholami Davoodi, N. Rezazadeh, S. P. Mousavi Davoudi, P. Pezeshkpour. ICML 2026 (spotlight).
  4. Learning Contraction Policies From Offline Data. N. Rezazadeh, M. Kolarich, S. S. Kia, N. Mehr. IEEE RA-L 2022 · NeurIPS SafeRL Best Paper Award.
  5. A Study of Privacy Preservation in Average Consensus Algorithm via Deterministic Obfuscation Signals. N. Rezazadeh, S. S. Kia. IEEE TCNS, 2024.
  6. Distributed Strategy Selection: A Submodular Set Function Maximization Approach. N. Rezazadeh, S. S. Kia. Automatica, 2023.
  7. Distributed Submodular Maximization: Trading Performance for Privacy. N. Rezazadeh, S. S. Kia. IEEE CDC, 2022.
  8. A Sub-Modular Receding Horizon Solution for Mobile Multi-Agent Persistent Monitoring. N. Rezazadeh, S. S. Kia. Automatica, 2021.
  9. Multi-Agent Maximization of a Monotone Submodular Function via Maximum Consensus. N. Rezazadeh, S. S. Kia. IEEE CDC, 2021.
  10. A Sub-Modular Receding Horizon Approach to Persistent Monitoring for a Group of Mobile Agents Over an Urban Area. N. Rezazadeh, S. S. Kia. IFAC-PapersOnLine, 2019.
  11. Privacy Preservation in Continuous-Time Average Consensus Algorithm via Deterministic Additive Obfuscation Signals. N. Rezazadeh, S. S. Kia. arXiv, 2019.
  12. Privacy Preservation in a Continuous-Time Static Average Consensus Algorithm Over Directed Graphs. N. Rezazadeh, S. S. Kia. ACC, 2018.

Core Technical Skills

ML / AI
LLM decoding, transformer verification, sequence models, generative models (GANs, diffusion, copulas), simulator surrogates, time-series learning, calibration, model validation.
Mathematics
Optimization, stochastic processes, graph algorithms, control and estimation, linear algebra, Monte Carlo methods.
Tools
Python, PyTorch, CUDA, multi-GPU training, NumPy, pandas, CuPy, TensorFlow, MATLAB, C / C++, Git.

Education

Ph.D., Mechanical & Aerospace Engineering

2017 – 2022

University of California, Irvine · GPA 3.99 / 4.00

Thesis: Distributed Strategy Selection Over Graphs — Optimality and Privacy.

M.S., Mechanical & Aerospace Engineering

2016 – 2017

University of California, Irvine · GPA 4.00 / 4.00

B.S., Mechanical Engineering

2010 – 2014

Sharif University of Technology · GPA 3.85 / 4.00

Selected Coursework

Mathematics
Real Analysis; Advanced Calculus; Linear Algebra; Optimal Control.
Probability & Statistics
Stochastic Processes; Bayesian Data Analysis; Advanced Estimation and Detection; Classification, Parameter Estimation, and Filtering; Probabilistic Learning.
ML & Optimization
Deep Learning and Sequence Models; Convex Optimization; Advanced Optimization Methods; Algorithms.

Honors