[ICCV 2023] Lighting Every Darkness in Two Pairs: A Calibration-Free Pipeline for RAW Denoising && [Arxiv 2023] Make Explicit Calibration Implicit: Calibrate Denoiser Instead of the Noise Model && [NeurIPS 2025] UltraLED: Learning to See Everything in Ultra-High Dynamic Range Scenes

[TPAMI 2023 / ACMMM 2022 Best Paper Runner-Up Award] Learnability Enhancement for Low-light Raw Denoising: Where Paired Real Data Meets Noise Modeling (a Data Perspective)

Physics-guided Noise Neural Proxy for Practical Low-light Raw Image Denoising

Quantum kernel estimation with backend-matched IBM noise modeling, plus reproducible “Wigner’s friend” branch-transfer coherence-witness experiments executed on superconducting quantum hardware.

sRGB Real Noise Modeling via Noise-Aware Sampling with Normalizing Flows, in ICLR 2024

# Radar Pulse Simulation in MATLABThis project simulates a pulsed radar system with multiple moving targets in MATLAB. It features dynamic visualization and fluctuating radar cross-section (RCS) for effective target detection. 🚀👩💻

Proyecto del Máster en Telecomunicaciones (UAM) sobre la simulación de un radar pulasado con cálculo de parámetros, blancos móviles fluctuantes y visualización PPI/A-Scope.

Generate synthetic observational datasets from quantum-geometry signatures for LIGO, EHT, and gravitational wave detectors with realistic noise models and instrument specifications

Multi-vendor physically-grounded synthetic DNA dataset generator for DNA data storage research. 7 synthesis profiles (Twist, IDT, DNA Script, Ansa, ETH Zurich, Evonetix), 3 sequencing backends (Illumina, Nanopore, PacBio), 3-layer error injection pipeline with empirical calibration.

Analyzed a 34-qubit quantum system using classical correlations, noise-modeling, and entanglement, finding high entropy and delocalization through extensive statistical sampling and IPR analysis.

Physics-informed image denoiser built from scratch — Poisson-Gaussian noise modeling, residual CNN, no pretrained weights or APIs

Simulate and estimate the trajectories 🎯 of two balls ⚽⚾ using particle filters 🔍. Includes noisy observations 📡, particle filtering