Matching Tag: liouville-domains
Let ( W , ω ) (W,\omega) ( W , ω ) be a Liouville domain, and let S H ∗ ( W , ω ) {\rm SH}^*(W,\omega) SH ∗ ( W , ω ) denote its symplectic homology. Equip Ham ( W , ω ) \operatorname{Ham}(W,\omega) Ham ( W , ω ) with the metric d γ d_{\gamma} d γ . Infinite q…
Let Y Y Y be a compact manifold without boundary, let M ⊂ J 1 Y M\subset J^1Y M ⊂ J 1 Y be a closed tubular neighborhood of the zero-section, and let Λ ⊂ ( M , ker ( d z − p d q ) ) \Lambda\subset(M,\ker(dz-pdq)) Λ ⊂ ( M , ker ( d z − p d q )) be a Legendrian s…
Let M i n ⊂ M M^{in} \subset M M in ⊂ M be an inclusion of Liouville subdomains, and let \EuScript W ( M ) \EuScript{W}(M) \EuScript W ( M ) denote the wrapped Fukaya category of M M M , with Tw ( \EuScript W ( M i n ) ) \operatorname{Tw}(\EuScript{W}(M^{in})) Tw ( \EuScript W ( M in )) …