Callan-Symanzik method for \(m\)-axial Lifshitz points (Q1009582)
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scientific article; zbMATH DE number 5634912
- Erratum to ``Callan-Symanzik method for \(m\)-axial Lifshitz points'' [Ann. Phys. 324 (2009) 178]
| Language | Label | Description | Also known as |
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| English | Callan-Symanzik method for \(m\)-axial Lifshitz points |
scientific article; zbMATH DE number 5634912 |
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Callan-Symanzik method for \(m\)-axial Lifshitz points (English)
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Erratum to ``Callan-Symanzik method for \(m\)-axial Lifshitz points'' [Ann. Phys. 324 (2009) 178] (English)
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2 April 2009
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18 November 2009
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The Callan-Symanzik method is introduced in the description of anisotropic as well as isotropic Lifshitz critical behaviors. Renormalized perturbation theories are defined by normalization conditions with nonvanishing masses and at zero external momenta. The multiplicative renormalizability of the field-theoretic formulation at the critical dimension is proved. Editorial addendum: in the erratum (ibid. 324, No. 11, 2452), a corrected expression for the critical exponent \(\nu_{L4}\) is given.
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Lifshitz points
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critical exponents
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competing systems
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0.9076664
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0.8111019
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0.80774176
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0.80346054
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0.80307543
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0.80022407
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0.7988591
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