\relax 
\immediate\closeout\minitoc
\let \MiniTOC =N
\citation{P-AYBE}
\citation{Sch}
\citation{P-AYBE}
\citation{A}
\@writefile{toc}{\contentsline {title}{Massey products on cycles of projective lines and trigonometric solutions of the Yang-Baxter equations}{565}}
\@writefile{toc}{\contentsline {author}{A. Polishchuk}{565}}
\newlabel{AYBE}{{1}{565}}
\newlabel{skewsymcond}{{2}{565}}
\citation{BD}
\citation{P-AYBE}
\citation{P-AYBE}
\citation{Sch}
\citation{P-AYBE}
\citation{Sch}
\newlabel{CYBE}{{3}{566}}
\newlabel{QYBE}{{4}{566}}
\newlabel{Laur-exp}{{5}{566}}
\citation{P-AYBE}
\citation{Sch}
\citation{BD}
\citation{P-AYBE}
\citation{BDG}
\citation{Mud}
\citation{Sch}
\newlabel{main-thm}{{0.2}{568}}
\newlabel{Q-r-matrix}{{6}{568}}
\newlabel{QYBE-un-eq}{{7}{568}}
\citation{P-AYBE}
\citation{A2}
\newlabel{AYBE-v}{{0.3}{569}}
\@writefile{toc}{\contentsline {section}{\numberline {1}The AYBE and the QYBE}{570}}
\newlabel{QYBE-sec}{{1}{570}}
\newlabel{AYBE-u}{{8}{570}}
\newlabel{u-prop}{{1.1}{570}}
\newlabel{cocycle-eq}{{9}{570}}
\newlabel{skew-bilin-eq}{{10}{570}}
\citation{BD}
\newlabel{nondeg-no-pole-lem}{{1.3}{572}}
\newlabel{mat-end-eq}{{11}{572}}
\newlabel{mat-end-eq2}{{12}{572}}
\citation{P-AYBE}
\citation{Sch}
\newlabel{pole-lem}{{1.4}{573}}
\newlabel{res-eq1}{{13}{573}}
\newlabel{res-eq2}{{14}{573}}
\newlabel{QYBE-thm}{{1.5}{574}}
\newlabel{pole-lem2}{{1.7}{575}}
\newlabel{main-AYBE-lem1}{{1.8}{575}}
\newlabel{AYBE-c1}{{15}{575}}
\newlabel{AYBE-c2}{{16}{575}}
\newlabel{main-AYBE-lem2}{{1.9}{576}}
\newlabel{last-AYBE-lem}{{1.10}{577}}
\newlabel{r0-r1-eq}{{18}{578}}
\citation{P-AYBE}
\citation{P-AYBE}
\@writefile{toc}{\contentsline {section}{\numberline {2}Solutions of the AYBE associated with simple vector bundles on degenerations of elliptic curves}{579}}
\newlabel{bundle-sec}{{2}{579}}
\newlabel{bundlethm}{{2.1}{579}}
\newlabel{Rid}{{19}{579}}
\newlabel{AYBE2}{{21}{580}}
\newlabel{skew-eq}{{22}{580}}
\citation{BDG}
\@writefile{toc}{\contentsline {section}{\numberline {3}Simple vector bundles on cycles of projective lines}{581}}
\newlabel{cycles-sec}{{3}{581}}
\newlabel{simple-crit-lem}{{3.1}{581}}
\newlabel{hom-system-eq}{{23}{582}}
\@writefile{toc}{\contentsline {section}{\numberline {4}Computation of the associative $r$-matrix arising as a Massey product}{583}}
\newlabel{comp-sec}{{4}{583}}
\newlabel{hom-res-eq1}{{24}{583}}
\newlabel{hom-res-eq2}{{25}{584}}
\newlabel{eval-eq}{{26}{584}}
\newlabel{sum-eq1}{{27}{584}}
\newlabel{answer-1-eq}{{28}{585}}
\newlabel{sum-eq2}{{29}{585}}
\newlabel{answer-2-eq}{{30}{585}}
\newlabel{answer-3-eq}{{31}{585}}
\newlabel{r-const-eq}{{32}{586}}
\newlabel{r-gen-eq}{{33}{586}}
\@writefile{toc}{\contentsline {section}{\numberline {5}Associative Belavin-Drinfeld triples associated with simple vector bundles}{586}}
\newlabel{comb-sec}{{5}{586}}
\citation{Sch}
\newlabel{BD-simple-lem}{{5.2}{587}}
\newlabel{BD-lem}{{5.3}{587}}
\newlabel{geom-BD-thm}{{5.5}{588}}
\newlabel{diff-rows-eq}{{34}{588}}
\@writefile{toc}{\contentsline {section}{\numberline {6}Solutions of the AYBE and associative BD-structures}{590}}
\newlabel{comb-sol-sec}{{6}{590}}
\citation{Sch}
\newlabel{r-const-S-eq}{{35}{591}}
\newlabel{r-gen-S-eq}{{36}{591}}
\newlabel{equiv-lem}{{6.1}{591}}
\newlabel{comb-thm}{{6.2}{591}}
\newlabel{Sch-lem}{{6.4}{592}}
\newlabel{AYBE-lem}{{6.5}{592}}
\newlabel{r-form-eq}{{37}{592}}
\newlabel{comb-lem1}{{6.6}{593}}
\citation{Sch}
\citation{Sch}
\newlabel{comb-lem2}{{6.7}{594}}
\citation{P-AYBE}
\citation{Sch}
\citation{BD}
\newlabel{s-eq}{{38}{598}}
\citation{P-AYBE}
\citation{BD}
\citation{BD}
\@writefile{toc}{\contentsline {section}{\numberline {7}Meromorphic continuation}{599}}
\newlabel{pole-sec}{{7}{599}}
\newlabel{sym-lem}{{7.1}{599}}
\newlabel{mer-cont-prop}{{7.2}{599}}
\newlabel{r0-for}{{39}{599}}
\citation{BD}
\newlabel{mer-cont-eq}{{40}{600}}
\newlabel{AYBE-der-eq}{{41}{600}}
\newlabel{pole-aut-lem}{{7.3}{601}}
\newlabel{pole-comp-eq}{{42}{601}}
\newlabel{period-lem}{{7.4}{602}}
\newlabel{r0-prop}{{7.5}{602}}
\newlabel{square-eq}{{43}{602}}
\citation{P-AYBE}
\citation{Car}
\citation{BD}
\citation{P-AYBE}
\citation{BD}
\newlabel{square-eq2}{{44}{603}}
\newlabel{T-eq}{{45}{603}}
\newlabel{h-eq}{{46}{603}}
\citation{BD}
\@writefile{toc}{\contentsline {section}{\numberline {8}Classification of trigonometric solutions of the AYBE}{604}}
\newlabel{class-sec}{{8}{604}}
\newlabel{trig-aut-pole-eq}{{47}{604}}
\newlabel{inner-lem}{{8.1}{604}}
\newlabel{BD-sol1}{{48}{604}}
\newlabel{BD-sol2}{{49}{604}}
\newlabel{BD-sol3}{{50}{604}}
\citation{Sch}
\citation{Sch}
\citation{Sch}
\newlabel{diag-cycle}{{51}{605}}
\newlabel{cycle-lem}{{8.2}{605}}
\newlabel{pr-AYBE-eq}{{52}{605}}
\newlabel{pr-diag-AYBE-eq}{{53}{605}}
\newlabel{t-eq}{{54}{605}}
\newlabel{coef-AYBE-eq}{{55}{606}}
\citation{Sch}
\citation{P-AYBE}
\citation{BD}
\citation{P-AYBE}
\newlabel{cycle-comp1}{{56}{607}}
\newlabel{cycle-comp2}{{57}{607}}
\newlabel{rescale-lem}{{8.3}{607}}
\citation{A2}
\bibcite{A}{1}
\bibcite{A2}{2}
\bibcite{BD}{3}
\bibcite{BDG}{4}
\bibcite{Car}{5}
\bibcite{Mud}{6}
\bibcite{P-AYBE}{7}
\bibcite{Sch}{8}
\@writefile{toc}{\contentsline {section}{References}{608}}
\@mtwritefile{\contentsline {mtchap}{References}{608}}
\immediate\closeout\minitoc