Prof. Richard G Haydon | Mathematical Institute

Prof. Richard G Haydon

MA, PhD

Emeritus

Professor of Mathematics, Tutor in Mathematics at Brasenose College

Contact Form

Personal Website:

http://people.maths.ox.ac.uk/haydon/

+44 1865 615102

Address

Mathematical Institute
University of Oxford
Andrew Wiles Building
Radcliffe Observatory Quarter
Woodstock Road
Oxford
OX2 6GG

Recent Books:

Randomly normed spaces
Haydon, R; Levy, M; Raynaud, Y;
ISBN-13: 9782705661809 (1991)

Highlighted Publications:

Embedding uniformly convex spaces into spaces with very few operators

Embedding uniformly convex spaces into spaces with very few operators
Argyros, SA; Freeman, D; Haydon, R; Odell, E; Raikoftsalis, T; Schlumprecht, T; Zisimopoulou, D;
Journal of Functional Analysis (2012)

A hereditarily indecomposable L-infinity-space that solves the scalar-plus-compact problem

A hereditarily indecomposable L-infinity-space that solves the scalar-plus-compact problem
Argyros, SA; Haydon, RG;
ACTA MATHEMATICA issue 1 volume 206 page 1-54 (March 2011) Full text available

Small subspaces of L_p

Small subspaces of L_p
Haydon, RG; Odell, E; Schlumprecht, T;
Annals of Mathematics volume 173 page 169-209 (2011)

Shift invariant preduals of ℓ1(ℤ)

Shift invariant preduals of ℓ1(ℤ)
Haydon, RG; Daws, M; Schlumprecht, T; White, S;
Israel Journal of Mathematics

Recent Publications:

Locally uniformly convex norms in Banach spaces and their duals

Locally uniformly convex norms in Banach spaces and their duals
Haydon, R;
J. Funct. Anal. issue 8 volume 254 page 2023-2039 (2008)

Smooth norms and approximation in Banach spaces of the type C(K)

Smooth norms and approximation in Banach spaces of the type C(K)
Haydon, RG; Petr Hajek;
The Quarterly Journal of Mathematics volume 58 page 221-228 (June 2007)

Spaces of functions with countably many discontinuities.

Spaces of functions with countably many discontinuities.
Haydon, RG; A Molto; J Orihuela;
Israel Journal of Mathematics issue 1 volume 158 page 19-39 (March 2007)

Spaces of functions with countably many discontinuities

Spaces of functions with countably many discontinuities
Haydon, R; Molto, A; Orihuela, J;
Israel J. Math. volume 158 page 19-39 (2007)

Smooth norms and approximation in Banach spaces of the type $\scr C(K)$.

Smooth norms and approximation in Banach spaces of the type $\scr C(K)$.
Hajek, P; Haydon, R;
Q. J. Math issue 2 volume 58 page 221-228 (2007)

richard.haydon@bnc.ox.ac.uk

Research Interests:

Banach spaces, and related topics in Functional Analysis, General Topology and Measure Theory.

Preferred Address:

Brasenose College
Oxford
OX1 4AJ

Direct: +44 1865 277838

Further Details:

Teaching:

Prizes, Awards, and Scholarships:

LMS Junior Berwick Prize (1975)

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