%!PS-Adobe-3.0 %%BoundingBox: 54 72 558 720 %%Creator: Mozilla (NetScape) HTML->PS %%DocumentData: Clean7Bit %%Orientation: Portrait %%Pages: 8 %%PageOrder: Ascend %%Title: http://msfac1.math.yorku.ca/Web/FPSAC98/Content.tex %%EndComments %%BeginProlog [ /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclam /quotedbl /numbersign /dollar /percent /ampersand /quoteright /parenleft /parenright /asterisk /plus /comma /hyphen /period /slash /zero /one /two /three /four /five /six /seven /eight /nine /colon /semicolon /less /equal /greater /question /at /A /B /C /D /E /F /G /H /I /J /K /L /M /N /O /P /Q /R /S /T /U /V /W /X /Y /Z /bracketleft /backslash /bracketright /asciicircum /underscore /quoteleft /a /b /c /d /e /f /g /h /i /j /k /l /m /n /o /p /q /r /s /t /u /v /w /x /y /z /braceleft /bar /braceright /asciitilde /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /.notdef /space /exclamdown /cent /sterling /currency /yen /brokenbar /section /dieresis /copyright /ordfeminine /guillemotleft /logicalnot /hyphen /registered /macron /degree /plusminus /twosuperior /threesuperior /acute /mu /paragraph /periodcentered /cedilla /onesuperior /ordmasculine /guillemotright /onequarter /onehalf /threequarters /questiondown /Agrave /Aacute /Acircumflex /Atilde /Adieresis /Aring /AE /Ccedilla /Egrave /Eacute /Ecircumflex /Edieresis /Igrave /Iacute /Icircumflex /Idieresis /Eth /Ntilde /Ograve /Oacute /Ocircumflex /Otilde /Odieresis /multiply /Oslash /Ugrave /Uacute /Ucircumflex /Udieresis /Yacute /Thorn /germandbls /agrave /aacute /acircumflex /atilde /adieresis /aring /ae /ccedilla /egrave /eacute /ecircumflex /edieresis /igrave /iacute /icircumflex /idieresis /eth /ntilde /ograve /oacute /ocircumflex /otilde /odieresis /divide /oslash /ugrave /uacute /ucircumflex /udieresis /yacute /thorn /ydieresis] /isolatin1encoding exch def /c { matrix currentmatrix currentpoint translate 3 1 roll scale newpath 0 0 1 0 360 arc setmatrix } bind def /F0 /Times-Roman findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f0 { /F0 findfont exch scalefont setfont } bind def /F1 /Times-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f1 { /F1 findfont exch scalefont setfont } bind def /F2 /Times-Italic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f2 { /F2 findfont exch scalefont setfont } bind def /F3 /Times-BoldItalic findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f3 { /F3 findfont exch scalefont setfont } bind def /F4 /Courier findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f4 { /F4 findfont exch scalefont setfont } bind def /F5 /Courier-Bold findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f5 { /F5 findfont exch scalefont setfont } bind def /F6 /Courier-Oblique findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f6 { /F6 findfont exch scalefont setfont } bind def /F7 /Courier-BoldOblique findfont dup length dict begin {1 index /FID ne {def} {pop pop} ifelse} forall /Encoding isolatin1encoding def currentdict end definefont pop /f7 { /F7 findfont exch scalefont setfont } bind def /rhc { { currentfile read { dup 97 ge { 87 sub true exit } { dup 48 ge { 48 sub true exit } { pop } ifelse } ifelse } { false exit } ifelse } loop } bind def /cvgray { % xtra_char npix cvgray - (string npix long) dup string 0 { rhc { cvr 4.784 mul } { exit } ifelse rhc { cvr 9.392 mul } { exit } ifelse rhc { cvr 1.824 mul } { exit } ifelse add add cvi 3 copy put pop 1 add dup 3 index ge { exit } if } loop pop 3 -1 roll 0 ne { rhc { pop } if } if exch pop } bind def /smartimage12rgb { % w h b [matrix] smartimage12rgb - /colorimage where { pop { currentfile rowdata readhexstring pop } false 3 colorimage } { exch pop 8 exch 3 index 12 mul 8 mod 0 ne { 1 } { 0 } ifelse 4 index 6 2 roll { 2 copy cvgray } image pop pop } ifelse } def /cshow { dup stringwidth pop 2 div neg 0 rmoveto show } bind def /rshow { dup stringwidth pop neg 0 rmoveto show } bind def %%EndProlog %%Page: 1 1 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup newpath 0 72 moveto 504 0 rlineto 0 648 rlineto -504 0 rlineto closepath clip newpath 0 711.9 moveto 10 f4 (\\input Nmacro) show 0 690.9 moveto 10 f4 (%\\def\\ppp#1{\\rlap{$^{\\,\\,\\,\\,\\,\\, +#1}$}} % To see the pages) show 0 680.4 moveto 10 f4 (\\def\\ppp#1{} % Not to see the pages) show 0 659.4 moveto 10 f4 (\\pageno=-1) show 0 638.4 moveto 10 f4 (\\footline={\\ifnum\\pageno<-1 \\hfill --\\ {\\bf \\folio}\\ --\\hfill\\else\\hfill\\fi}) show 0 575.4 moveto 10 f4 (\\null) show 0 554.4 moveto 10 f4 (\\vskip 1 in) show 0 533.4 moveto 10 f4 (\\noindent) show 0 522.9 moveto 10 f4 ({\\gros Les S\\'eries Formelles et la Combinatoire Alg\\'ebriques}) show 0 501.9 moveto 10 f4 (\\noindent) show 0 491.4 moveto 10 f4 ({\\bf 10$^{\\hbox{\\smallb i\\`eme}}$ conf\\'erence}) show 0 470.4 moveto 10 f4 (\\bigskip) show 0 459.9 moveto 10 f4 (\\noindent) show 0 449.4 moveto 10 f4 ({\\gros Formal Power Series and Algebraic Combinatorics}) show 0 428.4 moveto 10 f4 (\\noindent) show 0 417.9 moveto 10 f4 ({\\bf 10$^{\\hbox{\\smallb th}}$ Conference}) show 0 407.4 moveto 10 f4 (\\bigskip) show 0 396.9 moveto 10 f4 (\\bigskip) show 0 386.4 moveto 10 f4 ( ) show 0 375.9 moveto 10 f4 (\\noindent) show 0 365.4 moveto 10 f4 ({\\bf Fields Institute, Toronto}) show 0 344.4 moveto 10 f4 (\\bigskip) show 0 323.4 moveto 10 f4 (\\noindent 14-19 juin/June 1998.) show 0 302.4 moveto 10 f4 (\\vfill \\eject) show 0 281.4 moveto 10 f4 (\\noindent) show 0 270.9 moveto 10 f4 ({\\bf Conf\\'erencier invit\\'es\\qquad Invited talks}) show 0 260.4 moveto 10 f4 (\\medskip) show 0 239.4 moveto 10 f4 (\\noindent G. Benkart \(USA\) ) show 0 218.4 moveto 10 f4 (\\noindent P. Cameron \(England\) ) show 0 197.4 moveto 10 f4 (\\noindent P. Dehornoy \(France\) ) show 0 176.4 moveto 10 f4 (\\noindent B. Derrida \(France\) ) show 0 155.4 moveto 10 f4 (\\noindent P. Diaconis \(USA\) ) show 0 134.4 moveto 10 f4 (\\noindent C. Godsil \(Canada\) ) show 0 113.4 moveto 10 f4 (\\noindent K. Ono \(USA\) ) show 0 92.4 moveto 10 f4 (\\noindent J. Y. Thibon \(France\) ) show pagelevel restore showpage %%Page: 2 2 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup newpath 0 72 moveto 504 0 rlineto 0 648 rlineto -504 0 rlineto closepath clip newpath 0 711.9 moveto 10 f4 (\\noindent B. Sturmfels \(USA\) ) show 0 690.9 moveto 10 f4 (\\vfill) show 0 680.4 moveto 10 f4 (\\noindent) show 0 669.9 moveto 10 f4 ({\\bf Comit\\'e d'organisation \\qquad Organizing committee}) show 0 659.4 moveto 10 f4 (\\medskip) show 0 638.4 moveto 10 f4 (\\noindent) show 0 627.9 moveto 10 f4 ({\\Sc Chairman}: N. Bergeron \(York University\), ) show 0 606.9 moveto 10 f4 (\\noindent) show 0 596.4 moveto 10 f4 (M. Delest \(Universit\\'e de Bordeaux\), F. Sottile \(University of Toronto\),) show 0 585.9 moveto 10 f4 (\\hfill\\break W. Whiteley \(York University\).) show 0 564.9 moveto 10 f4 (\\vfill) show 0 554.4 moveto 10 f4 (\\noindent) show 0 543.9 moveto 10 f4 ({\\bf Comit\\'e de Programme \\qquad Program committee}) show 0 533.4 moveto 10 f4 (\\medskip) show 0 512.4 moveto 10 f4 (\\noindent) show 0 501.9 moveto 10 f4 ({\\Sc Chairman}: I. Goulden, \(University of Waterloo\)) show 0 480.9 moveto 10 f4 (\\noindent) show 0 470.4 moveto 10 f4 ({\\Sc Assistant Chairmen}: N. Bergeron \(York University\), F. Sottile \(University) show 0 459.9 moveto 10 f4 ( of Toronto\),) show 0 438.9 moveto 10 f4 (\\noindent) show 0 428.4 moveto 10 f4 (S. Billey \(USA\), F. Brenti \(Italy\), R. Cori \(France\), S. Dulucq) show 0 417.9 moveto 10 f4 (\(France\), \\hfill\\break K. Eriksson \(Sweden\), O. Foda) show 0 407.4 moveto 10 f4 (\(Australia\), S. Fomin \(USA/Russia\), I. Gessel \(USA\), \\hfill\\break) show 0 396.9 moveto 10 f4 (C. Greene \(USA\), A. Hamel \(New Zealand\), D. Kim \(Korea\), C.) show 0 386.4 moveto 10 f4 (Krattenthaler \(Austria\), D. Krob \(France\), M. Noy \(Spain\), V. Reiner) show 0 375.9 moveto 10 f4 (\(USA\), C. Reutenauer \(UQAM\), \\hfill\\break T. Visentin \(U.) show 0 365.4 moveto 10 f4 (Winnipeg\). M. Wachs \(USA\), H. Yamada \(Japan\), G. Ziegler \(Germany\). ) show 0 333.9 moveto 10 f4 (\\vfill) show 0 323.4 moveto 10 f4 (\\noindent) show 0 312.9 moveto 10 f4 ({\\bf Commenditaires \\qquad Sponsors}) show 0 302.4 moveto 10 f4 (\\medskip) show 0 281.4 moveto 10 f4 (\\noindent) show 0 270.9 moveto 10 f4 (Fields Institute, Centre de Recherches Mathematiques a Montreal,) show 0 260.4 moveto 10 f4 (University of Toronto \(Connaught Fund\) and York University.) show 0 249.9 moveto 10 f4 (We are thankful to the Conseil) show 0 239.4 moveto 10 f4 (Regional d'Aqui\\-taine for their funding support and technical) show 0 228.9 moveto 10 f4 (support from Combinatorics and Optimization department at Waterloo) show 0 218.4 moveto 10 f4 (University. ) show 0 197.4 moveto 10 f4 (\\vfill\\eject) show 0 176.4 moveto 10 f4 (\\centerline{\\bf Table of Content \\qquad Table des Mati\\`eres}) show 0 155.4 moveto 10 f4 (\\bigskip) show 0 134.4 moveto 10 f4 (\\hfill Page) show 0 113.4 moveto 10 f4 (\\noindent ) show 0 102.9 moveto 10 f4 (S.A. Abramov, {\\sl Power series solutions with) show 0 92.4 moveto 10 f4 (eventually nice coefficients of}) show pagelevel restore showpage %%Page: 3 3 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup newpath 0 72 moveto 504 0 rlineto 0 648 rlineto -504 0 rlineto closepath clip newpath 0 711.9 moveto 10 f4 ({\\sl linear ordinary differential equations}\\dotfill 1\\ppp{10}) show 0 690.9 moveto 10 f4 (\\noindent ) show 0 680.4 moveto 10 f4 (S. Ahlgren, {\\sl Distribution of parity of the) show 0 669.9 moveto 10 f4 (partition function}) show 0 648.9 moveto 10 f4 ({\\sl on arithmetic progressions}\\dotfill 11\\ppp{8}) show 0 627.9 moveto 10 f4 (\\noindent ) show 0 617.4 moveto 10 f4 (D. Arques et J. F. B\\'eraud, {\\sl Equation de composition en) show 0 606.9 moveto 10 f4 (genre quelconque}\\dotfill 19\\ppp{12}) show 0 585.9 moveto 10 f4 (\\noindent ) show 0 575.4 moveto 10 f4 (E. Barcucci, A. Del Lungo, E. Pergola and R. Pinzani, {\\sl From) show 0 564.9 moveto 10 f4 ($C_n$ to $n!$:}) show 0 543.9 moveto 10 f4 ({\\sl permutations avoiding $S_{j\(j+1\)\(j+2\)}$}\\dotfill 31\\ppp{11}) show 0 522.9 moveto 10 f4 (\\noindent ) show 0 512.4 moveto 10 f4 (G. Benkart, {\\sl Differential posets and down-up) show 0 501.9 moveto 10 f4 (algebras}\\dotfill 43\\ppp{11}) show 0 480.9 moveto 10 f4 (\\noindent ) show 0 470.4 moveto 10 f4 (A. Berenstein and A. Kirillov, {\\sl Domino tableaux, Schutzenberger involution}) show 0 449.4 moveto 10 f4 ({\\sl and the symmetric) show 0 438.9 moveto 10 f4 (group action}\\dotfill 55\\ppp{12}) show 0 417.9 moveto 10 f4 (\\noindent ) show 0 407.4 moveto 10 f4 (M. Bona, {\\sl Exact enumeration) show 0 396.9 moveto 10 f4 (of 1342-avoiding permutations,}) show 0 375.9 moveto 10 f4 ({\\sl a close link with labeled trees and planar) show 0 365.4 moveto 10 f4 (maps}\\dotfill 67\\ppp{12}) show 0 344.4 moveto 10 f4 (\\noindent ) show 0 333.9 moveto 10 f4 (M. Bousquet, G. Labelle and P. Leroux, {\\sl D\\'enombrement de}) show 0 312.9 moveto 10 f4 ({\\sl cartes planaire \\`a deux faces}\\dotfill 79\\ppp{12}) show 0 291.9 moveto 10 f4 (\\noindent ) show 0 281.4 moveto 10 f4 (M. Bousquet-M\\'elou, {\\sl Sorted and/or sortable permutations}\\dotfill 91\\ppp{12}) show 0 260.4 moveto 10 f4 (\\noindent ) show 0 249.9 moveto 10 f4 (A. Buch, {\\sl Chern class formulas for degeneracy loci}\\dotfill 103\\ppp{11}) show 0 228.9 moveto 10 f4 (\\noindent ) show 0 218.4 moveto 10 f4 (P. Buergisser, {\\sl The computational complexity) show 0 207.9 moveto 10 f4 (to evaluate}) show 0 186.9 moveto 10 f4 ({\\sl representations of the general linear groups}\\dotfill 115\\ppp{12}) show 0 165.9 moveto 10 f4 (\\noindent ) show 0 155.4 moveto 10 f4 ( H. Burgiel and D. Stanton, {\\sl Realizations of regular}) show 0 134.4 moveto 10 f4 ({\\sl abstract polyhedra of type {3,6} and {6,3}}\\dotfill 127\\ppp{13}) show 0 113.4 moveto 10 f4 (\\noindent ) show 0 102.9 moveto 10 f4 (P. Cameron, {\\sl Growth and smoothness in orbit) show 0 92.4 moveto 10 f4 (counting problems}\\dotfill 141\\ppp{1}) show pagelevel restore showpage %%Page: 4 4 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup newpath 0 72 moveto 504 0 rlineto 0 648 rlineto -504 0 rlineto closepath clip newpath 0 711.9 moveto 10 f4 (\\noindent ) show 0 701.4 moveto 10 f4 (J. Caughman, {\\sl The Terwilliger algebras of bipartite P- and}) show 0 680.4 moveto 10 f4 ({\\sl Q- polynomial association schemes}\\dotfill 143\\ppp{6}) show 0 659.4 moveto 10 f4 (\\noindent ) show 0 648.9 moveto 10 f4 (T. Chow, {\\sl Symplectic matroids the easy way}\\dotfill 149\\ppp{5}) show 0 638.4 moveto 10 f4 (\\noindent ) show 0 617.4 moveto 10 f4 (\\noindent ) show 0 606.9 moveto 10 f4 (M. Ciucu, {\\sl An improved upper bound for the) show 0 596.4 moveto 10 f4 (three dimensional dimer problem}\\dotfill 155\\ppp{11}) show 0 575.4 moveto 10 f4 (\\noindent ) show 0 564.9 moveto 10 f4 (M. Ciucu, M. Fulmek and C. Krattenthaler, {\\sl Enumeration) show 0 554.4 moveto 10 f4 (of rhombus tilings}) show 0 533.4 moveto 10 f4 ({\\sl of hexagon which contain a fixed rhombus on its symmetry) show 0 522.9 moveto 10 f4 (axis}\\dotfill 167\\ppp{12}) show 0 501.9 moveto 10 f4 (\\noindent ) show 0 491.4 moveto 10 f4 (S. Corteel, C. Savage and R. S. Venkatraman, {\\sl A) show 0 480.9 moveto 10 f4 (bijection for partitions}) show 0 459.9 moveto 10 f4 ({\\sl with all ranks at least $t$}\\dotfill 179\\ppp{13}) show 0 438.9 moveto 10 f4 (\\noindent ) show 0 428.4 moveto 10 f4 (P. Dehornoy, {\\sl Word reversing in Gaussian monoid and the}) show 0 407.4 moveto 10 f4 ({\\sl associated automatic structure}\\dotfill 193\\ppp{1}) show 0 386.4 moveto 10 f4 (\\noindent ) show 0 375.9 moveto 10 f4 (A. Denise, I. Dutour, and P. Zimmermann, {\\sl CS: a MuPAD package}) show 0 354.9 moveto 10 f4 ({\\sl for counting and randomly) show 0 344.4 moveto 10 f4 (generating combinatorial structures}\\dotfill 195\\ppp{10}) show 0 323.4 moveto 10 f4 (\\noindent ) show 0 312.9 moveto 10 f4 (B. Derrida, {\\sl The asymmetric exclusion process on a lattice:}) show 0 291.9 moveto 10 f4 ({\\sl How to represent the Steady state) show 0 281.4 moveto 10 f4 (measure by products of matrices}\\dotfill 205\\ppp{2}) show 0 260.4 moveto 10 f4 (\\noindent ) show 0 249.9 moveto 10 f4 (P. Diaconis, {\\sl Mathematics of solitaire}\\dotfill 207\\ppp{1}) show 0 228.9 moveto 10 f4 (\\noindent ) show 0 218.4 moveto 10 f4 (R. Donnelly, {\\sl Solitary bases for irreducible representations of}) show 0 197.4 moveto 10 f4 ({\\sl semisimple Lie algebras}\\dotfill 209\\ppp{12}) show 0 176.4 moveto 10 f4 (\\noindent ) show 0 165.9 moveto 10 f4 (P. Duchon, {\\sl On the enumeration and generation) show 0 155.4 moveto 10 f4 (of generalized Dyck words}\\dotfill 221\\ppp{12}) show 0 134.4 moveto 10 f4 (\\noindent ) show 0 123.9 moveto 10 f4 (A. Duval, {\\sl Algebraic shifting increases relative) show 0 113.4 moveto 10 f4 (homology}\\dotfill 233\\ppp{9}) show 0 92.4 moveto 10 f4 (\\noindent ) show 0 81.9 moveto 10 f4 (E. Egge, {\\sl A generalization of the Terwilliger algebra}\\dotfill 243\\ppp{5}) show pagelevel restore showpage %%Page: 5 5 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup newpath 0 72 moveto 504 0 rlineto 0 648 rlineto -504 0 rlineto closepath clip newpath 0 708.9 moveto 10 f4 (\\noindent ) show 0 698.4 moveto 10 f4 (S. Evdokimov, I. Ponomarenko and G. Tinhofer, {\\sl Forestal) show 0 687.9 moveto 10 f4 (algebras}) show 0 666.9 moveto 10 f4 ({\\sl and algebraic forests}\\dotfill 249\\ppp{12}) show 0 645.9 moveto 10 f4 (\\noindent ) show 0 635.4 moveto 10 f4 (S. Felsner, J. Gustedt and M. Morvan, {\\sl Interval) show 0 624.9 moveto 10 f4 (reductions and}) show 0 603.9 moveto 10 f4 ({\\sl extensions of orders: bijections to chains in lattices}\\dotfill ) show 0 593.4 moveto 10 f4 (261\\ppp{14}) show 0 572.4 moveto 10 f4 (\\noindent ) show 0 561.9 moveto 10 f4 (J.-Y. Fourr\\'e, D. Krob and J.-C. Novelli, {\\sl On) show 0 551.4 moveto 10 f4 (extremal permutations}) show 0 530.4 moveto 10 f4 ({\\sl avoiding $\\omega_N=N ... 3\\, 2\\, 1$}\\dotfill 275\\ppp{11}) show 0 509.4 moveto 10 f4 (\\noindent ) show 0 498.9 moveto 10 f4 (J. Fulman, {\\sl The Rogers-Ramanujan) show 0 488.4 moveto 10 f4 (identities, the finite}) show 0 467.4 moveto 10 f4 ({\\sl general groups and the Hall-Littlewood polynomials}\\dotfill 287\\ppp{9}) show 0 446.4 moveto 10 f4 (\\noindent ) show 0 435.9 moveto 10 f4 (V. Gasharov, {\\sl On the Neggers-Stanley conjecture and Eulerian) show 0 425.4 moveto 10 f4 (polynomials}\\dotfill 297\\ppp{12}) show 0 404.4 moveto 10 f4 (\\noindent ) show 0 393.9 moveto 10 f4 (D. Gebhard and B. Sagan, {\\sl Some $e$-positivity results for) show 0 383.4 moveto 10 f4 (chromatic}) show 0 362.4 moveto 10 f4 ({\\sl symmetric function obtained) show 0 351.9 moveto 10 f4 (by deletion-contraction techniques}\\dotfill 309\\ppp{10}) show 0 330.9 moveto 10 f4 (\\noindent ) show 0 320.4 moveto 10 f4 (C. Godsil, {\\sl The symmetric algebra of an association scheme and}) show 0 299.4 moveto 10 f4 ({\\sl MacWilliam's theorem}\\dotfill ) show 0 288.9 moveto 10 f4 (319\\ppp{1}) show 0 267.9 moveto 10 f4 (\\noindent ) show 0 257.4 moveto 10 f4 (A. Goupil and G. Schaeffer, {\\sl Enumeration) show 0 246.9 moveto 10 f4 (of maps on a surface of}) show 0 225.9 moveto 10 f4 ({\\sl genus $g$ and products of permutations}\\dotfill ) show 0 215.4 moveto 10 f4 (321\\ppp{11}) show 0 194.4 moveto 10 f4 (\\noindent ) show 0 183.9 moveto 10 f4 (D. Gouyou-Beauchamps, {\\sl Construction of $q$-equation) show 0 173.4 moveto 10 f4 (for convex polyomninoes}\\dotfill 333\\ppp{12}) show 0 152.4 moveto 10 f4 (\\noindent ) show 0 141.9 moveto 10 f4 (D. Grabiner, {\\sl Brownian motion in a Weyl chamber, non-colliding}) show 0 120.9 moveto 10 f4 ({\\sl particles, and random matrices}\\dotfill 345\\ppp{8}) show 0 99.9 moveto 10 f4 (\\noindent ) show 0 89.4 moveto 10 f4 (P. Hersh, {\\sl Shuffle posets of multisets}\\dotfill 353\\ppp{12}) show pagelevel restore showpage %%Page: 6 6 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup newpath 0 72 moveto 504 0 rlineto 0 648 rlineto -504 0 rlineto closepath clip newpath 0 711.9 moveto 10 f4 (\\noindent ) show 0 701.4 moveto 10 f4 (C. Hespel and G. Jacob, {\\sl On algebraic identification of causal functionals}\\dotfill ) show 0 690.9 moveto 10 f4 (365\\ppp{11}) show 0 669.9 moveto 10 f4 (\\noindent ) show 0 659.4 moveto 10 f4 (F. Hivert, {\\sl Quasi-symmetric functions and Hecke algebra) show 0 648.9 moveto 10 f4 (actions}\\dotfill 377\\ppp{12}) show 0 627.9 moveto 10 f4 (\\noindent ) show 0 617.4 moveto 10 f4 (N. M. Hoang, M. Petitot and J. Van Der Hoeven, {\\sl Shuffle) show 0 606.9 moveto 10 f4 (algebra}) show 0 585.9 moveto 10 f4 ({\\sl and polylogarithms}\\dotfill) show 0 575.4 moveto 10 f4 (389\\ppp{12}) show 0 554.4 moveto 10 f4 (\\noindent ) show 0 543.9 moveto 10 f4 (J. Katriel, {\\sl The class algebra of the symmetric group}\\dotfill 401\\ppp{10}) show 0 522.9 moveto 10 f4 (\\noindent ) show 0 512.4 moveto 10 f4 (K. Killpatrick and D. White, {\\sl A recursion for charge on words}\\dotfill 411\\ppp{9}) show 0 491.4 moveto 10 f4 (\\noindent ) show 0 480.9 moveto 10 f4 (C. Krattenthaler and M. Schlosser, {\\sl A new) show 0 470.4 moveto 10 f4 (multidimensional}) show 0 449.4 moveto 10 f4 ({\\sl matrix inverse with applications to multiple) show 0 438.9 moveto 10 f4 ($q$-series}\\dotfill 421\\ppp{12}) show 0 417.9 moveto 10 f4 (\\noindent ) show 0 407.4 moveto 10 f4 (M. Lang, {\\sl A new inequality for bipartite distance-regular graphs}\\dotfill 433\\ppp{4}) show 0 386.4 moveto 10 f4 (\\noindent ) show 0 375.9 moveto 10 f4 (S . Leidwanger, {\\sl La repr\\' esentation basique) show 0 365.4 moveto 10 f4 (de $A_2^{\(2\)}$ et la combinatoire des partitions}\\dotfill 437\\ppp{11}) show 0 344.4 moveto 10 f4 (\\noindent ) show 0 333.9 moveto 10 f4 (L. Liu, {\\sl Left modular elements}\\dotfill 449\\ppp{10}) show 0 312.9 moveto 10 f4 (\\noindent ) show 0 302.4 moveto 10 f4 (M. MacLean, {\\sl An inequality involving the eigenvalues) show 0 291.9 moveto 10 f4 (for ) show 0 270.9 moveto 10 f4 (bipartite distance-regular graphs}\\dotfill 459\\ppp{6}) show 0 249.9 moveto 10 f4 (\\noindent ) show 0 239.4 moveto 10 f4 (G. Melan\\c{c}on, {\\sl Lyndon words and singular) show 0 228.9 moveto 10 f4 (factors of the Fibonacci word}\\dotfill 465\\ppp{12}) show 0 207.9 moveto 10 f4 (\\noindent ) show 0 197.4 moveto 10 f4 (A. Mikhalev, V. Shpilrain and J.-T. Yu {\\sl On the dynamics of) show 0 165.9 moveto 10 f4 (homomorphisms of the free algebras}\\dotfill 477\\ppp{10}) show 0 144.9 moveto 10 f4 (\\noindent ) show 0 134.4 moveto 10 f4 (J. Morse, {\\sl Recursion and explicit formulas for multivariate Sahi-Knop}) show 0 113.4 moveto 10 f4 ({\\sl and Macdonald polynomials}\\dotfill 487\\ppp{9}) show 0 92.4 moveto 10 f4 (\\noindent ) show 0 81.9 moveto 10 f4 (T. Nakajima and H.-F. Yamada, {\\sl Schur's Q-functions and affine}) show pagelevel restore showpage %%Page: 7 7 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup newpath 0 72 moveto 504 0 rlineto 0 648 rlineto -504 0 rlineto closepath clip newpath 0 708.9 moveto 10 f4 ({\\sl Lie algebra of type $D_{\\ell+1}^{\(2\)}$}\\dotfill 497\\ppp{6}) show 0 687.9 moveto 10 f4 (\\noindent ) show 0 677.4 moveto 10 f4 (K. Ono, {\\sl The nonvanishing of coefficients given by infinite product power series}\\dotfill) show 0 666.9 moveto 10 f4 (503\\ppp{1}) show 0 645.9 moveto 10 f4 (\\noindent ) show 0 635.4 moveto 10 f4 (I. Pak, {\\sl Ribbon tile invariants}\\dotfill 505\\ppp{8}) show 0 614.4 moveto 10 f4 (\\noindent ) show 0 603.9 moveto 10 f4 (M. Petkov\\v{s}ek, {\\sl The irrational chess knight}\\dotfill ) show 0 593.4 moveto 10 f4 (513\\ppp{10}) show 0 572.4 moveto 10 f4 (\\noindent ) show 0 561.9 moveto 10 f4 (A. Postnikov, B. Shapiro and M. Shapiro, {\\sl Chern forms on flag) show 0 551.4 moveto 10 f4 (manifolds and forests} \\hfill 523\\ppp{5}) show 0 530.4 moveto 10 f4 (\\noindent ) show 0 519.9 moveto 10 f4 (Y. Roichman, {\\sl Some combinatorial properties of the coinvariant) show 0 509.4 moveto 10 f4 (algebra}\\dotfill 529\\ppp{9}) show 0 488.4 moveto 10 f4 (\\noindent ) show 0 477.9 moveto 10 f4 (B. Shapiro, M. Shapiro and A. Vainshtein, {\\sl On the ring generated) show 0 467.4 moveto 10 f4 (by}) show 0 446.4 moveto 10 f4 ({\\sl Chern 2-forms on {\\bf SL}$_n/B$}\\dotfill 539\\ppp{6}) show 0 425.4 moveto 10 f4 (\\noindent ) show 0 414.9 moveto 10 f4 (M. Shimozono, {\\sl A cyclage poset structure for ) show 0 404.4 moveto 10 f4 (Littlewood-Richarson tableaux}\\dotfill 545\\ppp{12}) show 0 383.4 moveto 10 f4 (\\noindent ) show 0 372.9 moveto 10 f4 (B. Sturmfels, {\\sl Commutative algebra and) show 0 362.4 moveto 10 f4 (extremal combinatorics}\\dotfill 557\\ppp{1}) show 0 341.4 moveto 10 f4 (\\noindent ) show 0 330.9 moveto 10 f4 (J. Y. Thibon,\\dotfill 559\\ppp{1}) show 0 309.9 moveto 10 f4 (\\noindent ) show 0 299.4 moveto 10 f4 ( B. C. V. Ung, {\\sl Combinatorial identities for series of) show 0 288.9 moveto 10 f4 (quasi-symmetric functions}\\dotfill 561\\ppp{15}) show 0 267.9 moveto 10 f4 (\\noindent ) show 0 257.4 moveto 10 f4 (E. Vallejo, {\\sl Kronecker products, plane partitions) show 0 246.9 moveto 10 f4 (and sets of uniqueness}\\dotfill 577\\ppp{9}) show 0 225.9 moveto 10 f4 (\\noindent ) show 0 215.4 moveto 10 f4 (A. Vince, {\\sl A framework for the greedy algorithm}\\dotfill ) show 0 204.9 moveto 10 f4 (587\\ppp{12}) show 0 183.9 moveto 10 f4 (\\noindent ) show 0 173.4 moveto 10 f4 (S. van Willigenburg, {\\sl A matrix interpretation for the descent) show 0 162.9 moveto 10 f4 (algebra of type D}\\dotfill 599\\ppp{11}) show 0 141.9 moveto 10 f4 (\\noindent ) show 0 131.4 moveto 10 f4 (M. Yamaguchi, {\\sl A duality of the twisted) show 0 120.9 moveto 10 f4 (group algebra of the}) show 0 99.9 moveto 10 f4 ({\\sl symmetric group and a Lie superalgebra}\\dotfill 611\\ppp{12}) show pagelevel restore showpage %%Page: 8 8 %%BeginPageSetup /pagelevel save def 54 0 translate %%EndPageSetup newpath 0 72 moveto 504 0 rlineto 0 648 rlineto -504 0 rlineto closepath clip newpath 0 711.9 moveto 10 f4 (\\end) show pagelevel restore showpage %%EOF