Algebra of infrared

Events can be found on calendar page, with code IR.

A seminar on the algebra of the infrared, and related topics, ahead of an international workshop at Tsinghua Sanya International Mathematics Forum (TSIMF).

Organizers: Will Donovan, Mauricio Romo

References

Schedule

• Thu May 12: Mauricio Romo
  • Notes (view, download)
• Thu May 19: Mauricio Romo
  • Notes (view, download)
• Wed May 25: Mauricio Romo
  • Notes (view, download)
• Wed Jun 1: Will Donovan
  • Preview (view, download)
  • Notes (view, download)
• Wed Jun 8: Will Donovan
  • Notes (view, download)
• …

Key references

GMW

• Algebra of the Infrared: String Field Theoretic Structures in Massive N=(2,2) Field Theory In Two Dimensions

Davide Gaiotto, Gregory W. Moore, Edward Witten

1506.04087 [hep-th]

KKS

• Algebra of the infrared and secondary polytopes

Mikhail Kapranov, Maxim Kontsevich, Yan Soibelman

1408.2673 [math.SG]

Earlier background for GMW

CFIV

• A New Supersymmetric Index

Sergio Cecotti, Paul Fendley, Ken Intriligator, Cumrun Vafa

Nucl.Phys.B 367 (1991) 359-461 and hep-th/9204102

CV

• On Classification of N=2 Supersymmetric Theories, (e-mail uncorrupted version)

S. Cecotti, C. Vafa

hep-th/9211097

Background for GMW

GMWa

• Spectral networks

Davide Gaiotto, Gregory W. Moore, Andrew Neitzke

1204.4824 [hep-th]

GMWb

• Wall-Crossing in Coupled 2d-4d Systems

Davide Gaiotto, Gregory W. Moore, Andrew Neitzke

1103.2598 [hep-th]

Later work

KM

• Categorical Wall-Crossing in Landau-Ginzburg Models

Ahsan Z. Khan, Gregory W. Moore

2010.11837 [hep-th]

Perverse schobers

KS

• Perverse Schobers

M. Kapranov and V. Schechtman

arXiv:1411.2772

KSS

• Perverse schobers and the Algebra of the Infrared

M. Kapranov, Y. Soibelman and L. Soukhanov

arXiv:2011.00845

Stability conditions, cluster varieties

BS

• Quadratic differentials as stability conditions

Tom Bridgeland and Ivan Smith

arXiv:1302.7030

A

• Categorified canonical bases and framed BPS states

Dylan Allegretti

arXiv:1806.10394 SpringerLink

H

• 3-d Calabi–Yau categories for Teichmüller theory

Fabian Haiden

arXiv:2104.06018

HKS

• Spectral networks and stability conditions for Fukaya categories with coefficients

Fabian Haiden, Ludmil Katzarkov, Carlos Simpson

arXiv:2112.13623

Talks

Speaker

Date

Title

Abstract