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What is E4.4 Short Interval Ramanujan Gram Matrix about?

This document presents a study of the local Ramanujan Gram matrix, focusing on its exact algebraic decomposition and local error formulation. It establishes key identities and decompositions, including a main term and a local error matrix, while addressing the binary Goldbach conjecture and related analytic questions. The analysis is framed within the context of previous notes on the Goldbach program and emphasizes the use of the centered discrete Fejér weight.

Author

clementemaben2

Language

EN