Drorbn - User contributions [en]

Notes for LD15 Enriquez-1/0:51:24

2015-10-11T21:15:40Z

Vohuan: Created page with "Symmetries (2)"

Symmetries (2)

Notes for LD15 Enriquez-1/0:47:03

2015-10-11T21:08:01Z

Vohuan: Created page with "Symmetries"

Symmetries

Notes for LD15 Enriquez-1/0:34:11

2015-10-11T20:53:10Z

Vohuan: Created page with "Associators"

Associators

Notes for LD15 Enriquez-1/0:18:43

2015-10-11T20:30:40Z

Vohuan: Created page with "Genus 0 case"

Genus 0 case

Notes for LD15 Enriquez-1/0:08:59

2015-10-11T20:14:43Z

Vohuan: Created page with "Genus 0 and genus 1 (overview)."

Genus 0 and genus 1 (overview).

Notes for LD15 Enriquez-1/0:04:36

2015-10-11T20:14:37Z

Vohuan:

Genus 0 (overview)

Notes for LD15 Enriquez-1/0:04:36

2015-10-11T20:13:25Z

Vohuan:

Genus 0 (Overview)

Notes for LD15 Enriquez-1/0:04:36

2015-10-11T20:01:31Z

Vohuan: Created page with "Genus 0"

Genus 0

Notes for AKT-140319/0:32:43

2014-03-26T13:23:51Z

Vohuan: Created page with "The anomaly 2-form."

The anomaly 2-form.

Notes for AKT-140307/0:43:22

2014-03-14T13:39:17Z

Vohuan: Created page with "An explicit formula for <math>\mathrm{hol}_{\gamma}(A)</math>."

An explicit formula for <math>\mathrm{hol}_{\gamma}(A)</math>.

Notes for AKT-140307/0:37:42

2014-03-14T13:38:18Z

Vohuan: Created page with "The holonomy of a connection along a path."

The holonomy of a connection along a path.

Notes for AKT-140307/0:30:30

2014-03-14T13:21:30Z

Vohuan: Created page with "The Chern-Simon form of a connection."

The Chern-Simon form of a connection.

Notes for AKT-140212/0:31:36

2014-03-14T01:21:24Z

Vohuan: Created page with "Dealing with infra-red issues."

Dealing with infra-red issues.

Notes for AKT-140305/0:47:47

2014-03-12T17:49:39Z

Vohuan: Created page with "The arising of <math>\mathcal{A}_n</math>."

The arising of <math>\mathcal{A}_n</math>.

Notes for AKT-140305/0:40:54

2014-03-12T17:46:28Z

Vohuan: Created page with "The correct definition of <math>d^*</math>."

The correct definition of <math>d^*</math>.

Notes for AKT-140305/0:34:01

2014-03-12T17:43:30Z

Vohuan: Created page with "A naive way to define <math>d^*</math>."

A naive way to define <math>d^*</math>.

Notes for AKT-140305/0:29:03

2014-03-12T17:40:16Z

Vohuan: Created page with "The dual of <math>H^0(\mathcal{D}_n)</math>."

The dual of <math>H^0(\mathcal{D}_n)</math>.

Notes for AKT-140305/0:27:29

2014-03-12T17:36:21Z

Vohuan: Created page with "Defining <math>Z_0</math>"

Defining <math>Z_0</math>

Notes for AKT-140305/0:24:57

2014-03-12T17:34:31Z

Vohuan: Created page with "<math>H^0(\Gamma)</math> consists of knot invariants."

<math>H^0(\Gamma)</math> consists of knot invariants.

Notes for AKT-140305/0:23:41

2014-03-12T17:31:04Z

Vohuan: Created page with "The map <math>I</math> restricted to homological degree <math>m=0</math>."

The map <math>I</math> restricted to homological degree <math>m=0</math>.