In this note we study and obtain factorization theorems for colorings of matrices and Grassmannians over ℝ and ℂ, which can be considered metric versions of the Dual Ramsey Theorem for Boolean matrices and of the Graham-Leeb-Rothschild Theorem for Grassmannians over a finite field
BARTOSOVA D, LOPEZ-ABAD J, LUPINI M, MBOMBO B (2022). The Ramsey Properties for Grassmannians Over ℝ, ℂ. COMBINATORICA, 42(1), 9-69 [10.1007/s00493-020-4264-0].
The Ramsey Properties for Grassmannians Over ℝ, ℂ
LUPINI M;
2022
Abstract
In this note we study and obtain factorization theorems for colorings of matrices and Grassmannians over ℝ and ℂ, which can be considered metric versions of the Dual Ramsey Theorem for Boolean matrices and of the Graham-Leeb-Rothschild Theorem for Grassmannians over a finite fieldFile in questo prodotto:
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