User:Riccardo Guida/Proposed/Verlinde algebra

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Current deadline: 27 August 2010 Prof. Erik Peter Verlinde accepted the invitation on 4 January 2009.



Figure 1: Your introductory color figure is here to "advertise" the article or summarize the main point.

The Verlinde Algebra summarizes the selection rules for the operator product expansion in conformal field theories.


Contents

The Verlinde Algebra and the Verlinde Formula

The Verlinde Algebra is directly related to the Verlinde Formula


The Verlinde Algebra

\[\tag{1} \phi_i\times\phi_j=\sum_k N_{ij}{}^k\phi_k \]


The Verlinde Formula

\[\tag{2} N_{ij}{}^k= \sum_n {S_{in}S_{jn} S^{kn}\over S_{0n}} \]


Refer to figures and equations as Figure 1 and Eq (Figure 1).

Section d

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  This is useful though to provide code


Subsection e

Subsection f

Citing references

External links

Eugene M. Izhikevich website

See also

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