Downloaded By: [Siltanen, S.] At: 08:12 23 AprilCommunications in Partial Differential Equations, 32: 591–610, 2007 Copyright © Taylor & Francis Group, LLC ISSNprintonline DOI:

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THEOREM OF THE DAY Taylor’s Theorem Let c be a real number and f a real-valued function which is (n+1)-times differentiable in some interval I around c. Then for x ∈ I, there is some value θ lying between x and c, s

Source URL: www.theoremoftheday.org

THEOREM OF THE DAY Taylor’s Theorem Let c be a real number and f a real-valued function which is (n+1)-times differentiable in some interval I around c. Then for x ∈ I, there is some value θ lying between x and c, s

Source URL: theoremoftheday.org

Tychonov’s Theorem in Abstract Stone Duality Paul Taylor 24 September 2006 Abstract New constructive definition of compactness in the form of the existence of a continuous ”universal quantifier”. Construction and c

Source URL: www.monad.me.uk

Taylor’s Theorem for Matrix Functions with Applications to Condition Number Estimation Edvin Deadman and Samuel Relton AprilMIMS EPrint:

Source URL: eprints.ma.man.ac.uk

Tychonov’s Theorem in Abstract Stone Duality Paul Taylor 24 September 2006 Abstract New constructive definition of compactness in the form of the existence of a continuous ”universal quantifier”. Construction and c

Source URL: www.paultaylor.eu

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