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7

19

votes

1

answer

636

views

Conformal blocks vector bundles on $\overline{M}_{g}$ in terms of generalized theta functions?

ag.algebraic-geometry conformal-field-theory theta-function principal-bundles moduli-spaces

may 30 11 at 8:55 ulrich 6,740●1●13●23

12

18

votes

1

answer

740

views

What are some geometric reasons why a Dirac operator would have a gap in its spectrum?

dg.differential-geometry differential-operators

mar 19 12 at 22:54 Chris Gerig 5,526●1●12●40

5

14

votes

2

answers

818

views

Is there a higher homotopical spinor theory?

at.algebraic-topology

nov 30 10 at 9:28 Angelo 19.3k●3●47●75

4

6

votes

4

answers

982

views

Robust black box function minimization with extremely expensive cost function

applications global-optimization oc.optimization-control

sep 5 10 at 1:57 umar 21●4

5

6

votes

3

answers

412

views

Literature for gauge field theory on the lattice in geometrical formulation

gauge-theory mp.mathematical-physics physics quantum-field-theory dg.differential-geometry

jul 16 10 at 20:57 student 654●2●12

2

4

votes

3

answers

353

views

Averaging over random walk on binary lattice

random-walk stochastic-processes st.statistics

aug 4 11 at 1:07 Ori Gurel-Gurevich 4,271●1●8●17

1

3

votes

0

answers

184

views

For Ising models on finite graphs, is the gradient of Z (w/r/t coupling and field) easier to compute than Z?

statistical-physics mp.mathematical-physics pr.probability computational-complexity graph-theory

oct 8 10 at 20:09 Steve Huntsman 8,139●1●22●56