Skip to content
#

cramer-rao-bound

Here are 14 public repositories matching this topic...

Reproducible code for the paper "Limits of Manifold Projection in Calibrated Channel and Clutter Estimation": when projecting a calibrated channel or clutter estimate onto a specular manifold helps, when it makes the error worse, and the partial projection that never does.

  • Updated Sep 29, 2026
  • Python

Estimator or experiment? A Cramér–Rao accounting of parameter recovery by physics-informed neural networks (PINNs) and neural–mechanistic hybrids in a WNT–retinoic acid–HOX model of colorectal cancer: code, saved runs, paper and posters.

  • Updated Oct 18, 2026
  • Jupyter Notebook
eusipco2024

Code accompanying "Transmit and Receive Sensor Selection Using the Multiplicity in the Virtual Array" by Ids van der Werf, Costas A. Kokke, Richard Heusdens, Richard C. Hendriks, Geert Leus, and Mario Coutino

  • Updated Aug 27, 2024
  • Jupyter Notebook

Does an IEEE C57.91 cumulative-ageing model beat "peak load" at ranking which distribution transformers fail? No — uplift +0.014 AUC against a pre-registered 0.05 threshold. A killing experiment run in two days, before building the product. Six of eight predictions hit; two informative misses.

  • Updated Aug 14, 2026
  • Python

Internal temperature of a lithium-ion cell reconstructed from surface data alone, validated against a real core thermocouple. Three estimators on identical information: a one-line algebraic relation wins at 0.141 K, the inverse PINN loses at 0.614 K. The negative result is the headline.

  • Updated Oct 24, 2026
  • Jupyter Notebook

Add this topic to your repo

To associate your repository with the cramer-rao-bound topic, visit your repo's landing page and select "manage topics."

Learn more