
Welcome to Charles Read's World Wide Web Page, run by Yours
Truly. The chappie above is Yours Truly on holiday cavediving in Mexico,
for more details see under scuba/index.html .
For Prof. Read's non-diving photos see under
photos.
Please send
comments and corrections to
read@amsta.leeds.ac.uk
(my email address in Leeds). My work phone number at the University of Leeds
mathematics department is (0113) 343-5179.
Prof. Read's webpage.
If you are a student looking for my 1035 course materials they are here, in PDF format mostly. Last year's examples and solutions are here, in a single PDF file .
More recently I put similar materials for this year's MATH2090 course (Real and Complex variables) on an interactive webpage at http://solocavediver.dyn-o-saur.com/sm/.
Back by popular demand.... old admissions quizzes for Trinity College, Cambridge.
Partly written by your humble servant. In TeX DVI format and PDF.
- The main ones:
- The ones for those doing maths-with-computer-science:
- The ones for those doing maths-with-physics:
This is mainly a list of those of my papers that are available online. Other
topics will be found at the bottom of the list.
Mathematical Papers.
-
An short, informal CV concerning Dr. Read will be found here in Postscript, and here in TeX
DVI format.
- A list of my other (not-on-the-web) mathematical
papers will be found here in TeX
DVI format.
- Erdos Number: I previously thought that my Erdos number was 5, because
the LRRW paper (see below ) is one of relatively few I have done
in collaboration. Since Volker's Erdos number is 4, I thought mine must
be 5.
However mine is in fact 4 -many thanks to my research student Matt Daws for
pointing this out; the minimal path is
Read to H.G. Dales (see paper below ) to Walter Hayman,
who has an Erdos number of 2 via seven different
authors.
See
http://www.oakland.edu/enp for general info
on Erdos numbers.
-
Paper
"Strictly Singular operators and the
Invariant subspace problem". In
in PDF
or in DVI format. This was published in Studia
Mathematica 132 (3) 203-226 (1999).
-
Paper
"Quasinilpotent operators and the
Invariant subspace problem";
available in PDF or
in TeX DVI format
-
Paper Amenable and weakly amenable Banach algebras
with compact multiplication , (this paper concerns a
commutative radical Banach algebra with a bounded approximate
identity of normalised powers). This paper is joint work with
Rick Loy, Volker Runde and George Willis, and it appeared in
Jour. Funct. Anal.
171 (2000), 78-114. Available as a DVI file or
in PDF format.
-
DVI file crab.dvi , containing paper
"Commutative Radical Amenable Banach algebras".
This paper was accepted by
Studia Math., and in the process some corrections were made,
the new version going up on 28/1/00. It has now been published
in Studia Mathematica 140 (3) (2000).
-
DVI file primes.dvi , containing paper
"All Primes have Closed Range", concerning classification
of elements in commutative Banach algebras, especially
commutative radical Banach algebras.
This paper has now been published in
Bull. Lond. Math. Soc. 33 (2001) 341-346.
A rare opportunity to see Dr. Read
give a proof of a conjecture rather than a counterexample!
Or you can have the
same file in Postscript.
- New paper "Relative amenability and the
non-amenability of
B(l^1)." This paper is J. Aust. Math. Soc 80 (2006) 317-333.
-
Paper
"Derivations with large separating subspace" , Proc. Amer. Math. Soc. 130 No. 12 pp 3671-3677 (2002). On a Frechet algebra,
the separating subspace of a derivation from the algebra
to itself may not lie inside the radical. In fact, it may be the
whole space - we give an example.
-
Updated 15/5/01: Another nice, short paper:
"C* algebras with dense
nilpotent subalgebras" answering a question posed by Dales
that relates both to automatic continuity theory and to
previous work in C* algebras by Herrero and others (e.g. Apostol, Foias
and Voiculescu). Bull. Lond. Math. Soc. 35 (2003) 362-366.
- Paper "The Decomposition of Lie Derivations". Irish Mathematical Society Bulletin 51 (2003), 11-20.
-
Paper
"A properly infinite Banach *-algebra with a nonzero, bounded
trace".
With co-authors Garth Dales and Niels Laustsen.
In TeX DVI format or in
PDF format or
PostScript format .
This paper has appeared in Studia Mathematica 155 (2) 107-129 (2003).
- Paper "A large weak operator closure for the algebra generated by two isometries". This has been accepted by the Journal of Operator Theory. In TeX DVI format.
-
Paper "The lattice of closed ideals in the
Banach algebra of operators on certain Banach spaces" (in TeX DVI format).
With co-authors
Rick Loy and Niels Laustsen. This has appeared in Jour. Funct. Anal. 214 (2004) 106-131.
- Paper "Semisimplicity of B(E)'' ", with co-author Matt Daws. Jour. Funct. Anal. 219 (2005) 177-204.
In TeX DVI format or
PDF format or
Postscript format .
- Paper "Normed upper interval algebras without nontrivial closed subalgebras". This has appeared as Studia Math 171(3) (2005).
In TeX DVI format, or PDF .
- Paper "Nonstandard ideals from nonstandard dual pairs for L^1(\omega) and l^1(\omega)" . This paper gets nonstandard ideals with alpha(I)=0, and has been published in Canadian J. Math. 58 (4), 2006 pp.859-876. In DVI format.
- paper "A hypercyclic operator whose direct sum T+T is not hypercyclic" . With co-author Manuel de la Rosa. Submitted to the Journal of Operator Theory. In DVI format, or click here for PDF format.
- paper "Approximate amenability of Frechet algebras" . With co-author Paul Lawson. To appear in Proc. Cam. Phil. Soc. In PDF format.
Example sheets for Leeds' 1050 Calculus and Mathematical
Analysis Joint Honours Course
For MATH 1050 example sheets click here.
Other maths-related topics
Scuba diving, cavediving.
-
Click here
for all my diving/cavediving links.
Bookmarks.
-
Click here
for my complete bookmark list. Of interest
to you only if your interests are similar to mine.
Not sorted in any way!
Other topics.
-
Click here
for Read's Recipes - mainly useful to you if you
had dinner cooked by Read and want to know the recipe.
Emphasis is placed on how I actually cooked it,
not how it was supposed to be cooked according to
the original recipes I was half-following.