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function PRUNEUNFAIR(SA, C) 1 NewSA 1 2 repeat 3 OldSA NewSA 4 FairStates C < STATES(NewSA) 5 NewSA NewSA < FAIR(SA, FairStates) 6 until NewSA OldSA 7 return NewSA PRUNE SA; C s; as SA s; as ^ :C s STATES SA s 9as SA s; as For an illustration, consider the rst candidate of SCAP(G) shown in Figure 10.5a. Action 2s would have to be pruned from U since it has an outgoing transition. The pruned candidate is shown in Figure 10.5b. Now there is no action leading to G in U when the environment chooses e. U has become unfair and must be pruned from the candidate. The resulting candidate is shown in Figure 10.5c. Since the remaining candidate is nonempty and no further state-action pairs need to be pruned, a nonempty strong cyclic precomponent has been found. The generic nondeterministic planning algorithm using the SCAP precomponent returns the following strong cyclic adversarial plan for the example problem

35 E Miltenyi, M O Ziegler, M Hofmann, J Sacher, W Elsasser, and E O Gobel, Longterm stable mode locking of a visible diode laser with phase-conjugate feedback, Opt Lett 20, 734 736 (1995) 36 A Shiratori and M Obara, Wavelength-stable, narrow-spectral-width oscillation of an AlGaInP diode laser coupled to a BaTiO3:Co stimulated photorefractive backscattering phase conjugator, Appl Phys B 65, 329 333 (1997) 37 M L bel, P M Petersen, and P M Johansen, Tunable single mode operation of a highpower laser diode array using an external cavity with a grating and a photorefractive phase conjugate mirror, J Opt Soc Am B 15, 2000 2005 (1998) 38 M L bel, P M Petersen, and P M Johansen, Suppressing self-induced frequency scanning of a diode laser array with phase conjugate feedback using counterbalance dispersion, Appl Phys Lett 72, 1263 1265 (1998) 39 M L bel, P M Petersen, and P.

100 10

M Johansen, Single-mode operation of a laser diode array with frequency selective phase-conjugate feedback, Opt Lett 23, 825 827 (1998) 40 M L bel, P M Petersen, and P M Johansen, The origin of laser frequency scanning induced by photorefractive phase conjugate feedback, J Opt Soc Am B 16, 219 227 (1999) 41 P M Petersen, S J Jensen, and P M Johansen, Phase locking of laser diode arrays using a photorefractive Rh:BaTiO3 crystal, Laser Resonators II, Alexis V Kudryashov (ed), SPIE Proceedings 3611, (1999), pp 142 146 42 S Juul Jensen, M L bel, and P M Petersen, Stability of the output from a phase locked laser diode array, Appl Phys Lett 76, 535 537 (2000) 43 J K Butler, D E Ackley, and D Botez, Coupled-mode analysis of phase-locked injection laser arrays, Appl Phys Lett 44, 293 295 (1984) 44 E Kapon, J Katz, and A.

Yariv, Supermode analysis of phase locked arrays of semiconductor lasers, Opt Lett 10, 125 127 (1984) 45 G P Agrawal, Lateral-mode analysis of gain-guided and index-guided semiconductor laser arrays, J Appl Phys 58, 2922 2931 (1985) 46 D Mehuys, R J Lang, M Mittelstein, J Salzman, and A Yariv, Self-stabilized nonlinear lateral modes of broad area lasers, IEEE J Quantum Electron QE-23, 1909 1920 (1987) 47 D Mehuys and A Yariv, Coupled-wave theory of multiple-stripe semiconductor injections lasers, Opt Lett 13, 571 573 (1988) 48 R J Lang, A G Larsson, and J G Cody, Lateral modes of broad area semiconductor lasers: Theory and experiment, IEEE J Quantum Electron QE-27, 312 320 (1991) 49 J-M Verdiell and R Frey, A broad-area mode coupling model for multiple stripe semiconductor lasers, IEEE J Quantum Electron 26, 270 279 (1990) 50 P M.

Bob Terdeman, EMC Corporation Lowell Fryman, independent consultant David Fender, SAS Japan Jim Davis, SAS Peter Grendel, SAP Allen Houpt, CA

Petersen, Theory of one grating nondegenerate four-wave mixing and its application to a linear photorefractive oscillator, J Opt Soc Am B 8, 1716 1722 (1991) 51 G P Agrawal, Four-wave mixing and phase conjugation in semiconductor laser media, Opt Lett 12, 260 262 (1987) 52 Kyo Inoue, T Mukai, and T Saitoh, Nearly degenerate four-wave mixing in a travelingwave semiconductor laser ampli er, Appl Phys Lett 51, 1051 1053 (1987) 53 G P Agrawal, Population pulsations and nondegenerate four-wave mixing in semiconductor lasers and ampli ers, J Opt Soc Am B 5, 147 159 (1988)..

* Although using an absolute rotation of 0 might sound like a good idea for complex linetypes with text, if you use the linetype at varying angles or on curves, you may find that the text shifts to an undesirable location due to the text s justification point.

Figure 7-7