Algorithmic and explicit determination of the Lovász number for certain circulant graphs
Discrete Applied Mathematics
Efficient computation of the lovász theta function for a class of circulant graphs
WG'04 Proceedings of the 30th international conference on Graph-Theoretic Concepts in Computer Science
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Using diagrams called ``spirographs'' a general theory is developed with which one can easily perform calculations on various aspects of digitized straight lines. The mathematics of the theory establishes a link between digitized straight lines and the theory of numbers (Farey series, continued fractions). To show that spirograph theory is a useful unification, we derive two previously known advanced results within the framework of the theory, and new results concerning the accuracy in position of a digitized straight line as a function of its slope and length.