I build LLM-driven systems fine-tuning, inference pipelines, and agentic reasoning applied to the hard physical constraints of 6G wireless networks. Think of it as teaching language models to understand radio signals, city maps, and channel physics well enough to make decisions a telecom engineer would trust.
Google Scholar Profile
MATLAB
MATLABIEEE Open Journal of the Communications Society (OJ-COMS) · 2026
IEEE International Conference on Communications (ICC) - CQRM Workshop 2026
Supervised fine-tuning and RLHF for domain-specific LLMs teaching transformers to reason about wireless environments and RF signal data.
Building LLM agents that take multi-step decisions querying simulation environments, evaluating options, and acting under physical constraints.
Millimeter-wave propagation and channel modeling as the hard-domain challenge that drives the AI research.
Using Sionna ray-tracing as a synthetic data engine generating labeled wireless scenarios at scale to train LLM-based planners.
End-to-end data pipelines that convert telecom simulation outputs into structured features LLMs can consume bridging physics and language.
Graph-based and map-aware reasoning for path planning grounding LLM decisions in real geometry via OpenStreetMap and city-scale network topology.
The University of Texas at Arlington • Jun 2025 - Present
Core focus: LLM engineering applied to wireless networks. Built supervised fine-tuning pipelines using PyTorch and Hugging Face Transformers, generating 10K+ training examples from Sionna 6G digital twin simulations. Designed prompt schemas and tokenization strategies that encode mmWave channel maps, OSM road graphs, and signal quality scores into formats transformers can reason over enabling an LLM to plan routes the way a telecom engineer thinks about coverage. Resulted in two accepted IEEE publications at ICC 2026 (conference) and OJ-COMS (journal).
Looking to collaborate on LLM fine-tuning, agentic systems, or AI applied to wireless networks and 6G. Always open to interesting problems at the CS × telecom boundary.