Scott Morrison

2,879

Reputation

1928 views

Moderator ♦

Name	Scott Morrison
Member for	5 months
Seen	1 hour ago
Website	tqft.net
Location	Berkeley, CA
Age	30

Miller Institute postdoc, at UC Berkeley Mathematics. Interests in quantum topology & algebra, representation theory, and subfactors. You can contact me at scott@tqft.net.

stats recent reputation favorites

Questions

votes newest views recent

votes

answers

views

Real-world applications of mathematics, by arxiv subject area?

mar 11 at 20:47 Andy 1●2

votes

answers

views

Which are the best mathematics journals, and what are the differences between them?

journals eigenfactor publishing

dec 27 at 23:37 Douglas S. Stones 911●2●13

votes

answers

views

Can N^2 have only digits 0 and 1, other than N=10^k?

nt.number-theory 20-questions digits open-problem

dec 5 at 1:33 Greg Kuperberg 13.7k●1●30●70

votes

answers

views

How do I typeset mathematics on mathoverflow.net?

latex faq

dec 20 at 18:14 Jon Awbrey 113●1●8

votes

answers

165

views

Are there piecewise-linear unknots that are not metrically unknottable?

knot-theory stick-knots gt.geometric-topology

dec 8 at 12:12 Kevin Lin 5,564●6●34

votes

answers

448

views

How should I approximate real numbers by algebraic ones?

algebraic-integers nt.number-theory 20-questions na.numerical-analysis

feb 19 at 4:06 Alon Amit 2,990●7●21

votes

answers

320

views

Why is the Hochschild homology of k[t] just k[t] in degrees 0 and 1?

hochschild-homology homological-algebra ac.commutative-algebra

dec 18 at 17:55 Ilya Nikokoshev 5,908●1●7●32

votes

answers

297

views

What’s the sense in which A_\infty algebras are “deformable”?

a-infinity-algebras homotopy-theory associative-algebra

oct 9 at 15:38 James Griffin 76●3

votes

answers

414

views

Which computer algebra system should I be using to solve large systems of sparse linear equations over a number field?

computer-algebra planar-algebras linear-algebra number-fields

dec 4 at 3:44 Alasdair McAndrew 11●2

votes

answers

295

views

Has anyone tabulated 2-knots? Would anyone like to try?

2-knots gn.general-topology enumeration

nov 4 at 6:31 Ryan Budney 4,139●5●25

Answers

votes newest views recent

Do good math jokes exist? (2)

Where to publish computer computations

Is it possible to capture a sphere in a knot?

Is there a simple way to compute the number of ways to write a positive integer as the sum of three squares?

Real-world applications of mathematics, by arxiv subject area? (2)

Examples of applications of the Borel-Weil-Bott theorem? (2)

Free, high quality mathematical writing online?

Beamer printout

How do you keep your research notes organized?

Short Introduction to Planar Algebras

What are examples of good toy models in mathematics?

Why are fusion categories interesting? (2)

Math journal for high school students?

Has mathoverflow yet led to mathematical breakthroughs?

The ‘real’ use of Quantum Algebra, Non-commutative Geometry, Representation Theory, and Algebraic Geometry to Physics

How does this relationship between the Catalan numbers and SU(2) generalize?

Learning About Lie Groups

Tannakian Formalism

Least number of non-zero coefficients to describe a degree n polynomial

Does the Golden Ratio Apply to Timing as Well?

Blackboard rendering of math fonts

Self-similar matrices?

Explicit convergence of Baker-Campbell-Hausdorff

Tools for Organizing Papers?

A reading list for topological quantum field theory?

How do I describe a fusion category given a subfactor? (2)

Deligne’s conjecture (the little discs operad one)

Handling arXiv feeds to avoid duplicates

Computations in Knot Homology Theories

“Plateaus” to watch out for

1511

Votes

1346

165

Badges

user feed

Scott Morrison

Account Recovery

Moderator ♦

Questions

Real-world applications of mathematics, by arxiv subject area?

Which are the best mathematics journals, and what are the differences between them?

Can N^2 have only digits 0 and 1, other than N=10^k?

How do I typeset mathematics on mathoverflow.net?

Are there piecewise-linear unknots that are not metrically unknottable?

How should I approximate real numbers by algebraic ones?

Why is the Hochschild homology of k[t] just k[t] in degrees 0 and 1?

What’s the sense in which A_\infty algebras are “deformable”?

Which computer algebra system should I be using to solve large systems of sparse linear equations over a number field?

Has anyone tabulated 2-knots? Would anyone like to try?

Answers

Votes

Tags

Badges