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Algebraically Decaying Modes in Many Dimensions: Application of Fubini’s Identity to Guided-Wave Optics |
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| Authors: | Kazuya Hayata Masanori Koshiba |
| Institution: | (1) Department of Electronic and Information Engineering, Hokkaido University, Sapporo 060, Japan |
| Abstract: | We show analytically that application of an identity in conformal invariant field theories to multidimensional guided-wave optics predicts a generic family of modes with algebraic (power-law) tails in the evanescent field. |
| Keywords: | algebraically decaying mode weakly localized wave long-range evanescent field critical phenomena Fubini’ s identity scalar wave theory |
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