Illuminating the Breakthrough: A Dual Verification of the Geometric Langlands Conjecture Proof
Abstract
This paper presents an independent, dual verification of the recently completed proof of the
Geometric Langlands Conjecture (GLC) for reductive groups. The verification confirms each
foundational component via distinct methods, reinforcing the proof’s validity.
Keywords & Fields
Cite this work (BibTeX)
@article{deceuster2025_59-illuminating-the-,
title = {Illuminating the Breakthrough: A Dual Verification of the Geometric Langlands Conjecture Proof},
author = {De Ceuster, Peter},
year = {2025},
month = {08},
institution = {SIG Labs},
doi = {10.5281/zenodo.16749116},
url = {https://peterdeceuster.uk/papers/59-illuminating-the-breakthrough-a-dual-verification-of-the},
note = {Full text available at https://peterdeceuster.uk/articenter/work/work.pdf}
}