Search Joel Feinstein's publicaccess University web pages
Materials available from this web page
are copyright © J.F. Feinstein unless otherwise stated.
Local copies of Joel
Feinstein's eprints
The local eprints of my papers kept here include some minor
corrections to typos
etc. in the published versions of the papers. For reviews of my
research papers
(including those
published before 1998) see
MathSciNet.
The papers listed below are
in reverse date order within each grouping.
Research publications
 (With A. Izzo) A General Method for Constructing Essential Uniform Algebras: pdf
 (With T. Chaobankoh and S. Morley) The chain rule for Fdifferentiation, submitted: pdf
 (With H. Yang) Regularity points and Jensen measures for R(X), submitted: pdf
 (With S. Morley and H. Yang) Abstract Swiss Cheese Space and Classicalisation of Swiss Cheeses, Journal of Mathematical Analysis and Applications 438 (2016), 119141:
Open Access funded by EPSRC, http://dx.doi.org/10.1016/j.jmaa.2016.02.004
 (With J. Craig and P. Patrick)
Removability of exceptional sets for differentiable and Lipschitz functions,
Function Spaces in Analysis, 6368, Contemp. Math., 645, Amer. Math. Soc., Providence, RI, 2015: pdf
 (With S. Morley and H. Yang)
Swiss cheeses and their applications,
Function Spaces in Analysis, 99118, Contemp. Math., 645, Amer. Math. Soc., Providence, RI, 2015: pdf
 (With R. Mortini) Partial
regularity and tanalytic sets for Banach function algebras, Math.
Zeitschrift 271 (2012), 139155: pdf
 (With H. Kamowitz) Quasicompact
endomorphisms of commutative
semiprime Banach algebras, Banach
Algebras 2009, Banach Center
Publications, Volume 91 (2010), 159167: pdf
 (With H. G. Dales) Normed
algebras of differentiable
functions on compact plane sets, Indian
Journal of Pure and Applied Mathematics (Platinum Jubilee special
issue), 41 (2010), 153187: pdf
 (With M. J. Heath) Swiss
cheeses, rational
approximation and
universal plane curves, Studia Mathematica, 196 (2010),
289306: pdf
 (With H. G. Dales) Banach
function algebras with
dense invertible group, Proceedings
of the American Mathematical Society, 136 (2008), no. 4,
12951304 : pdf, see
also Joel Feinstein's
Beamer Presentations
 (With M. J. Heath) Regularity
and amenability conditions
for uniform algebras, Function Spaces, 159169, Contemp.
Math., 435, Amer. Math. Soc., Providence, RI, 2007: pdf
 Countable linear combinations of
characters on commutative
Banach algebras, Function Spaces, 153157, Contemp.
Math., 435, Amer. Math. Soc., Providence, RI, 2007: pdf
 Convergence from below suffices,
Irish
Mathematical Society Bulletin,
59 (2007), 6570: pdf
 (With T. J. Oliver) Extensions
of endomorphisms of C(X), Proceedings of the
American Mathematical Society, 135 (2007), no. 1, 109117
(published electronically June 28 2006): ps, pdf
 (With H. Kamowitz) Quasicompact
and Riesz
endomorphisms of Banach algebras, Journal
of Functional Analysis 225 (2005)
427438: ps, pdf
 (With W.J. Bland) Completions
of normed algebras of
differentiable functions, Studia
Mathematica 170 (2005), 89111: ps,
pdf
 (With H. Kamowitz) Compact
homomorphisms between
DalesDavie algebras, Banach
Algebras and their Applications, Contemporary Math., Amer.
Math. Soc., Providence, R.I., 2004, Vol. 363, 8188: ps, pdf
 A counterexample to a conjecture
of S.E. Morris, Proceedings
of the American Mathematical Society,
132 (2004), 23892397: ps, pdf
 (With H. Kamowitz) Compact
endomorphisms of Banach algebras
of infinitely differentiable functions, Journal of the
London
Mathematical Society, 69
(2004), 489502. ps, pdf
 (With T.W. Dawson) On the
denseness of the invertible
group in Banach Algebras, Proceedings
of the American Mathematical Society 131 (2003), 28312839: ps, pdf
 (With E. Kaniuth and D.W.B. Somerset) Spectral synthesis and topologies
on ideal spaces for Banach
*algebras, Journal of Functional Analysis, 196
(2002)
1939: ps, pdf
 (With D.W.B. Somerset) Spectral
Synthesis for Banach
algebras II, Mat. Z.
239 (2002) 183213: ps, pdf
 Trivial Jensen measures without
regularity, Studia
Mathematica 148 (2001) 6774: ps, pdf
Includes a correction to an
error in the formula in Lemma 3
 (With H. Kamowitz) Endomorphisms
of Banach algebras
of infinitely differentiable functions
on compact plane sets, Journal of Functional Analysis
173 (2000),
6173: ps, pdf
 (With D.W.B. Somerset) Nonregularity
for Banach function
algebras, Studia
Mathematica 141 (2000) 5368: ps,
pdf
 (With H. Kamowitz) Compact
endomorphisms of H^{}(D), Studia
Mathematica 136 (1999) 8790: ps,
pdf
 Strong Ditkin algebras without
bounded relative units, Internat.
J. Math. & Math. Sci 22
(1999), 437443: ps, pdf
Includes a correction
to the definition of Ditkin's condition
 (With D.W.B. Somerset) Strong
regularity for uniform
algebras, Proceedings of the
3rd conference on Function Spaces,
Edwardsville, 1998
Contemporary Math. (Ed: K. Jarosz), Amer. Math. Soc., Providence, R.I.,
Vol. 232, 139148: ps, pdf
 (With D.W.B. Somerset) A note
on ideal spaces of Banach
Algebras, Bull. London Math.
Soc. 30 (1998) 611617: ps,
pdf
Teaching publications
See also my blog
Explaining
Mathematics,http://explainingmaths.wordpress.com/
, and, in particular, my screencasts web page http://explainingmaths.wordpress.com/screencasts/

Overview of the METAL project,
in Media Enhanced Teaching and Learning: case studies and evidence of effective use (Ed. Peter Rowlett), MSOR Network, 2012.
 (With Peter Rowlett) Media
Enhanced Teaching and Learning, MSOR Connections (HE STEM special
issue), Vol 11, No. 3, 2011, pages 3738: pdf
The full issue is available online at http://journals.heacademy.ac.uk/toc/msor/11/3
 Using a tablet PC and
screencasts when teaching mathematics to
undergraduates,
case study, from the MoreMathsGrads collection Maths at University:
reflections on experience, practice and
provision, editors Mike
Robinson, Neil Challis and Mike Thomlinson (2010): pdf
For the full collection, see http://maths.sci.shu.ac.uk/moremathsgrads/
 Using a tablet PC and
audio
podcasts in the
teaching of undergraduate mathematics modules, adapted from a
case
study appearing in
Giving
a Lecture, Exley and Dennick (April 2009): pdf
Page maintained by Joel Feinstein,
Joel.Feinstein@nottingham.ac.uk,
http://explainingmaths.wordpress.com