Mirror Symmetry For Open Surfaces Heather Lee

Homological Mirror Symmetry For Open Riemann Surfaces From Pair-of ...

Homological Mirror Symmetry For Open Riemann Surfaces From Pair-of ... Given a punctured riemann surface with a pair of pants decomposition, we compute its wrapped fukaya category in a suitable model by reconstructing it from those of various pairs of pants. Homological mirror symmetry for open riemann surfaces from pair of pants decompositions heather lee arxiv video, slides from simons collaboration workshop on hms, jan. 2017.

Free Video: Homological Mirror Symmetry For Theta Divisors From IMSA ...

Free Video: Homological Mirror Symmetry For Theta Divisors From IMSA ... Abstract: mirror symmetry is a duality between symplectic and complex geome tries, and the homological mirror symmetry (hms) conjecture was formulated by kontsevich to capture this phenomenon by relating two triangulated categories. Topic: mirror symmetry for open surfacesspeaker: heather lee, member, school of mathematicsmore videos on http://video.ias.edu. Speakers heather lee, institute for advanced studyaffiliation member, school of mathematics school of mathematics. Heather lee: homological mirror symmetry for open riemann surfaces from pair of pants decompositions.

Symmetry Mirror

Symmetry Mirror Speakers heather lee, institute for advanced studyaffiliation member, school of mathematics school of mathematics. Heather lee: homological mirror symmetry for open riemann surfaces from pair of pants decompositions. In this talk, i will present a few illustrative examples of hms, including ones worked out by others and from my own research. We would like to demonstrate homological mirror symmetry that is the equivalence between the wrapped fukaya category of h and the triangulated category of the singularities db sg(d),. To submit students of this mathematician, please use the new data form, noting this mathematician's mgp id of 196921 for the advisor id. Heather lee: homological mirror symmetry for open riemann surfaces from pair of pants decompositions.

Mirror-symmetry-2 - Brian Greene

Mirror-symmetry-2 - Brian Greene In this talk, i will present a few illustrative examples of hms, including ones worked out by others and from my own research. We would like to demonstrate homological mirror symmetry that is the equivalence between the wrapped fukaya category of h and the triangulated category of the singularities db sg(d),. To submit students of this mathematician, please use the new data form, noting this mathematician's mgp id of 196921 for the advisor id. Heather lee: homological mirror symmetry for open riemann surfaces from pair of pants decompositions.

Mirror symmetry for open surfaces - Heather Lee