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A Simple Example of an M-Polyfold Relevant to Morse Theory - Peter Albers

A Simple Example of an M-Polyfold Relevant to Morse Theory - Peter Albers

Yusu Wang (4/25/18): Graph reconstruction via discrete Morse theory

Yusu Wang (4/25/18): Graph reconstruction via discrete Morse theory

Graph reconstruction via discrete Morse Theory - Yusu Wang

Graph reconstruction via discrete Morse Theory - Yusu Wang

Morse theory with symmetries and applications - Doris Hein

Morse theory with symmetries and applications - Doris Hein

Introduction to Polyfolds - Katrin Wehrheim

Introduction to Polyfolds - Katrin Wehrheim

Mladen Bestvina, Lecture 1: PL Morse Theory Part I

Mladen Bestvina, Lecture 1: PL Morse Theory Part I

Discrete Morse theory 1

Discrete Morse theory 1

GEOTOP A SEMINAR: Vidit Nanda - Discrete Morse Theory (October 19)

GEOTOP A SEMINAR: Vidit Nanda - Discrete Morse Theory (October 19)

Polyfolds I - Helmut Hofer

Polyfolds I - Helmut Hofer

Morse Theory: Lecture 4

Morse Theory: Lecture 4

Katrin WEHRHEIM - 1/2 Introduction to Polyfold Regularization

Katrin WEHRHEIM - 1/2 Introduction to Polyfold Regularization

Helmut HOFER - 1/4 Polyfolds and the construction of Symplectic Field Theory

Helmut HOFER - 1/4 Polyfolds and the construction of Symplectic Field Theory

Periodic delay orbits and the polyfold IFT - Irene Seifert

Periodic delay orbits and the polyfold IFT - Irene Seifert

Polyfolds II - Helmut Hofer

Polyfolds II - Helmut Hofer

Polyfolds VII - Helmut Hofer

Polyfolds VII - Helmut Hofer

Polyfolds IV - Helmut Hofer

Polyfolds IV - Helmut Hofer

Polyfolds VI - Helmut Hofer

Polyfolds VI - Helmut Hofer

Polyfolds V - Helmut Hofer

Polyfolds V - Helmut Hofer

Polyfolds III -Helmut Hofer

Polyfolds III -Helmut Hofer

Polyfolds VIII - Helmut Hofer

Polyfolds VIII - Helmut Hofer

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