A game of billiards with Spatial-Solitary Waves in KTP

William E. Torruellas and Lluis Torner

A RADICALLY NEW WAY TO THINK OF THE PROBLEM OF MULTI-DIMENSIONAL SELF-TRAPPING HAS COME TO LIGHT IN QUADRATIC NONLINEAR IN TERACTIONS. IN THIS ARTICLE, THE AUTHORS NOT ONLY SHOW THAT THE DIFFRACTION IN SPATIAL WALKOFF CAN BE DEFEATED, BUT THAT A GENUINE GAME OF BILLIARDS CAN BE PLAYED WITH STRONGLY COUPLED FUNDAMENTAL AND HARMONIC FIELDS.

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