Is this scaling nonlinear? von Leitão, J. C., Miotto, J. M., Gerlach, M., Altmann, E. G.

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Non-Hamiltonian dynamics in optical microcavities resulting from wave-inspired corrections to geometric optics von Altmann, E. G, Del Magno, G, Hentschel, M

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Hypothesis of strong chaos and anomalous diffusion in coupled symplectic maps von Altmann, E. G, Kantz, H

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Searching chaotic saddles in high dimensions von Sala, M., Leitão, J. C., Altmann, E. G.

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Characterizing weak chaos using time series of Lyapunov exponents von da Silva, R M, Manchein, C, Beims, M W, Altmann, E G

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Leaking chaotic systems von Altmann, Eduardo G., Portela, Jefferson S. E., Tél, Tamás

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Recurrence time analysis, long-term correlations, and extreme events von Altmann, Eduardo G, Kantz, Holger

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Searching chaotic saddles in high dimensions von Sala, M, Leitao, J C, Altmann, E G

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Prevalence of marginally unstable periodic orbits in chaotic billiards von Altmann, E G, Friedrich, T, Motter, A E, Kantz, H, Richter, A

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Nontwist non-Hamiltonian systems von Altmann, E G, Cristadoro, G, Pazó, D

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Is this scaling nonlinear? von Leitao, J C, Miotto, J M, Gerlach, M, Altmann, E G

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Characterizing Weak Chaos using Time Series of Lyapunov Exponents von da Silva, R M, Manchein, C, Beims, M W, Altmann, E G

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Stickiness in mushroom billiards von Altmann, Eduardo G., Motter, Adilson E., Kantz, Holger

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Safety and effectiveness of a glistening-free single-piece hydrophobic acrylic intraocular lens (enVista) von Packer, Mark, Fry, Luther, Lavery, Kevin T, Lehmann, Robert, McDonald, James, Nichamin, Louis, Bearie, Brian, Hayashida, Jon, Altmann, Griffith E, Khodai, Omid

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Recurrence time statistics for finite size intervals von Altmann, Eduardo G., da Silva, Elton C., Caldas, Iberê L.

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Reactions to extreme events: Moving threshold model von Altmann, Eduardo G., Hallerberg, Sarah, Kantz, Holger

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Prevalence of marginally unstable periodic orbits in chaotic billiards von Altmann, E G, Friedrich, T, Motter, A E, Kantz, H, Richter, A

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Stickiness in Hamiltonian systems: from sharply divided to hierarchical phase space von Altmann, Eduardo G, Motter, Adilson E, Kantz, Holger

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(CL-164)FEASIBILITY OF WAVEFRONT ABERRATION CORRECTION WITH CONTACT LENSES: Poster # 109 von Cox, L. G., Altmann, G. E., Richardson, G. A.

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Feasibility of wavefront aberration correction with contact lenses von Cox, L G, Altmann, GE, Richardson, G A

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