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[22] C Grebogi, E Ott, F Romeiras, and JA Yorke, Critical exponents for crisis-induced intermittency , Phys Rev A, 36(11), 5365 5380 (1987) [23] C Grebogi, E Ott, and JA Yorke, Critical exponent of chaotic transients in nonlinear dynamical systems , Phys Rev Lett, 57(11) 1284 1287 (1986) [24] K Green and B Krauskopf, Global bifurcations and bistability at the locking boundaries of a semiconductor laser with phase-conjugate feedback , Phys Rev E, 66, 073207 (2002) [25] K Green and B Krauskopf, Bifurcation analysis of frequency locking in a semiconductor laser with phaseconjugate feedback , Int J Bif Chaos, 13 (9) 2589 2601 (2003) [26] K Green and B Krauskopf, Bifurcation analysis of a semiconductor laser subject to non-instantaneous phase-conjugate feedback , Opt Commun 231 (1 6), 383 393 (2004) [27] K Green, B Krauskopf and K.

Engelborghs, Bistability and torus break-up in a semiconductor laser with phase-conjugate feedback , Physica D, 173 (1 2) 114 129 (2002) [28] K Green, B Krauskopf and G Samaey, A two-parameter study of the locking region of a semiconductor laser subject to phase-conjugate feedback , SIAM J Appl Dynam Syst, 2 (2) 254 276 (2003) [29] K Green, B Krauskopf and K Engelborghs, One-dimensional unstable eigenfunction and manifold computations in delay differential equations, J Comput Phys 197 (1) 86 98 (2004) [30] J Guckenheimer and P Holmes, Nonlinear Oscillations, Dynamical Systems, and Bifurcations of Vector Fields, Springer-Verlag, Berlin (1993) [31] B Haegeman, K Engelborghs, D Roose, D Pieroux, and T Erneux, Stability and rupture of bifurcation bridges in semiconductor lasers subject to optical feedback , Phys Rev E, 66, 046216 (2002) [32] JK Hale and SM Verduyn Lunel, Introduction to Functional Differential Equations, Springer-Verlag, New York (1993).

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Of course there are other ways to use will, which aren t really focused on the future. You can use will for decisions you make at the moment of speaking. Take this sentence for example: You relax and I ll answer the door this time. The action of answering the door is really present, not future, but it s a spontaneous decision, not something planned in advance. By comparison, saying I m going to sounds a bit more planned. On the other hand, the same sentence without the contraction ( I will answer instead of I ll answer ) can indicate that the speaker is really determined or is making a promise.

[33] T Heil, I Fischer, W Els er, A Gavrielides Dynamics of semiconductor lasers subject to delayed optical a feedback: the short cavity regime , Phys Rev Lett, 87, 243901 (2001) [34] T Heil, I Fischer, W Els er, J Mulet, and CR Mirasso, Chaos synchronization and spontaneous symmetry a breaking in symmetrically delay coupled semiconductor lasers, Phys Rev Lett 86, 795 798 (2001) [35] T Heil, I Fischer, W Els sser, B Krauskopf, K Green, and A Gavrielides, Delay dynamics of semiconductor a lasers with short cavities: bifurcations scenarios and mechanisms , Phys Rev E, 67 (6) 066214 (2003) [36] N Korneyev, M Radziunas, H-J W nsche, and F Henneberger, Bifurcations of a DFB laser with short u optical feedback: numerical experiment , in M Osinski, H Amano, and P.

Blood (eds), Physics and Simulation of Optoelectronic Devices XI, Proceeding of SPIE 4986 (2003), The Society of Photo-Optical Instrumentation Engineers, Bellingham (Washington), pp 480 489 [37] B Krauskopf, Bifurcation analysis of laser systems , in B Krauskopf and D Lenstra (eds) Fundamental Issues of Nonlinear-Laser Dynamics, American Institute of Physics Publishing, New York (2000), pp 1 30 [38] B Krauskopf, Strong resonances and Takens s Utrecht Preprint , in HW Broer, B Krauskopf and G Vegter (eds), Global Analysis of Dynamical Systems, Institute of Physics Publishing, Bristol, 2001, pp 89 111 [39] B Krauskopf, GR Gray and D Lenstra, Semiconductor laser with phase-conjugate feedback: dynamics and bifurcations , Phys Rev E, 58, 7190 7196 (1998) [40] B Krauskopf and K Green, Computing unstable manifolds of periodic orbits in delay differential equations , J Comput Phys, 186(1), 230 249 (2003) [41] B Krauskopf and D.

Lenstra (eds), Fundamental Issues of Nonlinear Laser Dynamics, AIP Conference Proceedings 548, American Institute of Physics Publishing, Melville, New York, (2000) [42] B Krauskopf and HM Osinga, Growing 1D and quasi-2D unstable manifolds of maps , J Comput Phys, 146, 404 419 (1998) [43] B Krauskopf and HM Osinga, Investigating torus bifurcations in the forced Van der Pol oscillator , in EJ Doedel and LS Tuckerman (eds), Numerical Methods for Bifurcation Problems and Large-Scale Dynamical Systems, IMA Volumes in Mathematics and its Applications 119, Springer-Verlag, New York (2000), pp 199 208 [44] B Krauskopf, GHM Van Tartwijk and GR Gray, Symmetry properties of lasers subject to optical feedback , Opt Commun, 177, 347 353 (2000) [45] Y Kuznetsov, Elements of Applied Bifurcation Theory, Springer-Verlag, New York (1995) [46] R Lang and K.

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