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Patterns on a surface
Chris J K Williams
Jul 01, 2011
The theory of heat flow on a surface shows that any curvilinear quadrilateral can be ‘tiled’ with curvilinear squares of varying size. This paper demonstrates a simple numerical technique for doing this that can also be applied...
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Inverse Higgs phenomena as duals of holonomic constraints
B Gripaios, J Tooby-Smith
Feb 07, 2022
The inverse Higgs phenomenon, which plays an important r\^ole in physical systems with Goldstone bosons (such as the phonons in a crystal) involves nonholonomic mechanical constraints. By formulating field theories...
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Patterns on a surface
Chris J K Williams
Jul 01, 2011
The theory of heat flow on a surface shows that any curvilinear quadrilateral can be ‘tiled’ with curvilinear squares of varying size. This paper demonstrates a simple numerical technique for doing this that can also be applied...
Published by: