【摘 要】
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Understanding the category of representations of the chiral symmetry algebra of a conformal field theory is an important step in investigating the properties of such theories.For logarithmic CFTs,thes
【机 构】
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University of Hamburg, Germany
【出 处】
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The XXIX International Colloquium on Group-Theoretical Metho
论文部分内容阅读
Understanding the category of representations of the chiral symmetry algebra of a conformal field theory is an important step in investigating the properties of such theories.For logarithmic CFTs,these categories are non-semisimple and not many examples are known in detail.I would like to present a class of braided monoidal categories which includes the Ising model and symplectic fermions as special cases.Symplectic fermions form one of the most basic examples of logarithmic conformal field theories and I will point out some of the properties of the corresponding braided category.
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