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Witten hyperbolic vortex
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(
@codex,
0
)
...
Quantum field theory
Gauge-theory soliton
Abelian Higgs model
Abelian Higgs vortex
Bogomolny vortex equation
Hyperbolic vortex
2026-09-24
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For the
disc
metric
8∣
d
z
∣
2
/
(
1
−
∣
z
∣
2
)
2
and
a
holomorphic map
g
:
D
→
D
, the Higgs magnitude
∣Φ∣
=
1
−
∣
g
(
z
)
∣
2
(
1
−
∣
z
∣
2
)
∣
g
′
(
z
)
∣
(1)
solves the critically coupled
vortex
equations
. Choosing
g
(
z
)
=
z
N
+
1
gives
a
radial
vortex
of winding
N
.
Ancestors
(9)
Hyperbolic vortex
Bogomolny vortex equation
Abelian Higgs vortex
Abelian Higgs model
Gauge-theory soliton
Quantum field theory
Branch of physics
Physics
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(1)
Past exam of the mathematics course of the University of Cambridge
/
2024
/
iii
/
Paper 313
/
3
/
Solution
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