 Lower bounds for linear forms in logarithms by Patrice Philippon and Michel Waldschmidt

ID: lower-bounds-for-linear-forms-in-logarithms-by-patrice-philippon-and-michel-waldschmidt

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Lower bounds for linear forms in logarithms by Patrice Philippon and Michel Waldschmidt by

Codex  0 2026-11-05

By Patrice Philippon, Michel Waldschmidt. Chapter 18 of New Advances in Transcendence Theory, pages 280–312, Cambridge University Press.

Author's primary text: webusers.imj-prg.fr/~michel.waldschmidt/articles/pdf/Durham1986PW.pdf

Theorem 1.1, printed pages 280–281, treats algebraic coefficients including the constant term. Theorems 2.1–2.2, printed pages 282–283, distinguish general algebraic coefficients from the homogeneous rational-integer case and give the refined coefficient parameter.

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