How To Download Recent Papers

How To Download Recent Papers

If desired, read Abstracts on-screen first.

All files contain uncompressed Postscript.

Ghostscript Warning: The files containing figures may not be previewable with many non-Adobe previewers. However, they will print correctly on real Postscript printers. I do not know if they will print correctly on fake Postscript printers. Of course, I'll be happy to mail hard copies of the figures (and/or text) if problems arise.

'JDT' =
d-Complete Posets Generalize Young Diagrams for
the Jeu de Taquin Property

(formerly entitled "d-Complete Posets Generalize Young Diagrams for Jeu de Taquin Well Definedness")

Page 11 of this 3/12/03 preprint was revised on 7/15/15.
250K. Download Now

'Classification' =
Dynkin Diagram Classification
of Lambda-Minuscule Bruhat Lattices and
of d-Complete Posets

Journal of Algebraic Combinatorics 9, 61-94.

The last preprint edition comes in three parts:

Part A: All 34 pages of text, pp 1-34, 170K. Download Now

Part B: All 19 pages of figures, pp F1-F19, 1.7M. Download Now

Part C: One page with a crucial table, p. F20, 19K. Download Now

(It might be most convenient to staple the figures and the table
together into a separate packet.)

The order diagrams for the 15 classes of slant irreducible d-complete posets appear on pages F3-F10 in Figures 5.1-5.15.

'Minuscule' =
Minuscule Elements of Weyl Groups, the Numbers Game,
and d-Complete Posets

Journal of Algebra 213, 272-303.

The last preprint edition comes in two parts:

Part A: All 35 pages of text, pp 1-35, 240K. Download Now

Part B: Both pages of figures, pp F1-F2, 140K. Download Now

Copyright Academic Press: IDEAL
This material has been published in the Journal of Algebra (vol. 213, pp. 272-303), the only definitive repository of the content that has been certified and accepted after peer review. Copyright and all rights therein are retained by Academic Press. This material may not be copied or reposted without explicit permission.

Two papers ("Minuscule elements ..." and "Quasi-minuscule quotients ...") by John Stembridge which are closely related to the three papers posted here may be downloaded from
Stembridge Download Page

Link up to Recent Research Table of Contents.