1995Journal of Physics A Mathematical and GeneralRequires access

Morphological transitions of the fixed-point potential of the renormalization group

Yang Zhiyong

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Abstract

Interactions between fluid membranes are studied by renormalization group techniques. To make the zero-flow condition at the origin compatible with the renormalization, there should be a nonrenormalizable region near the origin. The renormalization procedure involving such a region picks up an inhomogeneous contribution which will also be recast during the renormalization. This paper gives an example to show how the morphology of the fixed-point potential undergoes a series of transitions due to this inhomogeneous contribution.

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Interactions between fluid membranes are studied by renormalization group techniques. To make the zero-flow condition at the origin compatible with the renormalization, there should be a nonrenormalizable region near the origin. The renormalization procedure involving such a region picks up an inhomogeneous contribution which will also be recast during the renormalization. This paper gives an example to show how the morphology of the fixed-point potential undergoes a series of transitions due to this inhomogeneous contribution.

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Available abstract

Interactions between fluid membranes are studied by renormalization group techniques. To make the zero-flow condition at the origin compatible with the renormalization, there should be a nonrenormalizable region near the origin. The renormalization procedure involving such a region picks up an inhomogeneous contribution which will also be recast during the renormalization. This paper gives an example to show how the morphology of the fixed-point potential undergoes a series of transitions due to this inhomogeneous contribution.

Key concepts: Fixed point, Renormalization group, Renormalization, Infrared fixed point, Physics, Functional renormalization group, Statistical physics, Mathematical physics

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