CORDIS Project
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This project investigates the Langlands conjecture, which connects problems in number theory and representation theory. It aims to explore both classical aspects and extend the conjecture to quantum geometric contexts, potentially solving complex mathematical questions.
Sometimes in the sciences there are different yet complementary descriptions for the same object.
This extends to the particle-wave duality of quantum mechanics; one mathematical analog of this duality is the Fourier transform.
Questions that are difficult when formulated in one language of science may become simple when interpreted in another.
The Langlands conjecture posits the existence of a correspondence between problems in arithmetic and in Representation Theory.
The Langlands conjecture h…
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