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Prof David Jordan, School of Mathematics & Statistics, University ofSheffield

Prof D. A. Jordan, Department of Pure Mathematics, University of Sheffield. Postal address: Department of Pure Mathematics, University of Sheffield, Hicks Building, Sheffield, S3 7RH. UK. Email address: d.a.jordan@sheffield.ac.uk. Phone: 114-222-3774 Fax: 114-222-3769. Non-commutative rings, in particular skew polynomial rings, derivations and automorphisms. Poisson algebras. Quantum cluster algebras. List of research publications. Recent and Current Research Students. Allen Bell's list of ring theorists.

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Prof David Jordan, School of Mathematics & Statistics, University ofSheffield | david-jordan.staff.shef.ac.uk Reviews
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Prof D. A. Jordan, Department of Pure Mathematics, University of Sheffield. Postal address: Department of Pure Mathematics, University of Sheffield, Hicks Building, Sheffield, S3 7RH. UK. Email address: d.a.jordan@sheffield.ac.uk. Phone: 114-222-3774 Fax: 114-222-3769. Non-commutative rings, in particular skew polynomial rings, derivations and automorphisms. Poisson algebras. Quantum cluster algebras. List of research publications. Recent and Current Research Students. Allen Bell's list of ring theorists.
<META>
KEYWORDS
1 david jordan
2 information last updated
3 communication
4 brief personal details
5 research interests
6 preprints
7 research supervision
8 complex henon maps
9 the applet shop
10 teaching interests
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david jordan,information last updated,communication,brief personal details,research interests,preprints,research supervision,complex henon maps,the applet shop,teaching interests,other links,artin,bloc,lms home page
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Prof David Jordan, School of Mathematics & Statistics, University ofSheffield | david-jordan.staff.shef.ac.uk Reviews

https://david-jordan.staff.shef.ac.uk

Prof D. A. Jordan, Department of Pure Mathematics, University of Sheffield. Postal address: Department of Pure Mathematics, University of Sheffield, Hicks Building, Sheffield, S3 7RH. UK. Email address: d.a.jordan@sheffield.ac.uk. Phone: 114-222-3774 Fax: 114-222-3769. Non-commutative rings, in particular skew polynomial rings, derivations and automorphisms. Poisson algebras. Quantum cluster algebras. List of research publications. Recent and Current Research Students. Allen Bell's list of ring theorists.

INTERNAL PAGES

david-jordan.staff.shef.ac.uk david-jordan.staff.shef.ac.uk
1

Research Supervision

http://david-jordan.staff.shef.ac.uk/super.html

As I will retire by September 2015, if not before, I am no longer able to offer supervision to new PhD students. Back to David Jordan's Homepage.

2

ShOp Applets

http://david-jordan.staff.shef.ac.uk/shop

This web page is a resource containing Java applets that support teaching of undergraduate Mathematics. The development of this resource was supported by a grant from LTSN Maths, Stats and OR Network. The page is under development at present. Please send any feedback to the authors:. Department of Pure Mathematics, Sheffield University. Staff Tutor in Mathematics and Computing, The Open University in Yorkshire. The source files made use of the java source code developed by David J. Eck.

3

Research Students

http://david-jordan.staff.shef.ac.uk/students.html

Graduated with the degree of PhD at a ceremony in December 1995. Her thesis was entitled "Generalized Weyl algebras". We have one published joint paper: Invariants of automorphisms of certain iterated skew polynomial rings. With D. A. Jordan), Proc Edinburgh Math Soc 39, (1996), 461-472. Has returned to Iran. We have one published joint paper: Prime ideals of the quantized Weyl algebra. Glasgow Math J 38, (1996), 283-297. (Click here for .ps file of his thesis). Back to David Jordan's Homepage.

4

Iterations of the complex Henon map.

http://david-jordan.staff.shef.ac.uk/henon/chm.html

Iterations of the complex Henon map. This page introduces a Java applet which allows one to investigate orbits of certain complex Henon maps. A preprint "Reversible complex Henon maps" by C.R. Jordan, D.A. Jordan and J.H. Jordan. Giving more detail is available as a pdf file. The complex Henon map is a map H from two-dimensional complex space to itself involving two parameters a. The case in which we are interested is when b. Has modulus 1 and a. Is a real multiple of b. The argument of b. Click in the r...

5

David Jordan's Research Publications

http://david-jordan.staff.shef.ac.uk/public.html

Research Publications of D. A. Jordan. 1 "Noetherian Ore extensions and Jacobson rings", J. London Math. Soc. (2) 10 (1975), 281-291. 2 (with C.R. Jordan) "A note on semiprimitivity of Ore extensions", Communications in Algebra 4 (7) (1976), 647-656. 3 "Primitive Ore extensions", Glasgow Math. J. 18 (1977), 93-97. 4 "Primitive skew Laurent polynomial rings", Glasgow Math. J. 19 (1978), 79-85. 7 "Simple Lie rings of derivations of commutative rings", J. London Math. Soc. (2) 18 (1978), 443-448. 14 (with A...

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Prof David Jordan, School of Mathematics & Statistics, University ofSheffield

Prof D. A. Jordan, Department of Pure Mathematics, University of Sheffield. Postal address: Department of Pure Mathematics, University of Sheffield, Hicks Building, Sheffield, S3 7RH. UK. Email address: d.a.jordan@sheffield.ac.uk. Phone: 114-222-3774 Fax: 114-222-3769. Non-commutative rings, in particular skew polynomial rings, derivations and automorphisms. Poisson algebras. Quantum cluster algebras. List of research publications. Recent and Current Research Students. Allen Bell's list of ring theorists.

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