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Dmitry Gokhman

Bibliography

Refereed journal articles

  1. D. Gokhman, An asymptotic existence theorem in C for the Riccati equation,
    Complex Variables 24:145-159 (1994)

  2. D. Gokhman, Regular growth of solutions of the Riccati equation W'+W2=e2z in the complex plane,
    Complex Variables 27:365-382 (1995)

  3. D. Gokhman, Limits in differential fields of holomorphic germs,
    Complex Variables 28:27-36 (1995)

  4. A. Gokhman, D. Gokhman, A high precision algorithm for axisymmetric flow,
    Mathematical Problems in Engineering 1:11-25 (1995)

  5. D. Gokhman, Differentially transcendental formal power series,
    Complex Variables 29:41-44 (1996)

  6. D. Gokhman, Functions in a Hardy field not ultimately Cinfinity,
    Complex Variables 32:1-6 (1997)

  7. A. Gokhman, D. Gokhman, Boundary element method for internal axisymmetric flow,
    Mathematical Problems in Engineering 5:55-81 (1999)

  8. M.L. Zeeman, D. Gokhman, W. Weckesser, Resonance in the menstrual cycle: a new model of the LH surge,
    Reproductive BioMedicine Online 7:295-300 (2003)

  9. D. Gokhman, Topologies for hybrid solutions,
    Nonlinear Analysis: Hybrid Systems 2:468-473 (2008)

  10. L. Morales, O. Acevedo, M. Martinez, D. Gokhman, C. Corredor, Functional discrimination of sea anemone neurotoxins using 3D-plotting,
    Central European Journal of Biology 4(1):41-49 (2009)

Refereed proceedings

  1. H. Longbotham, W. Richardson, D. Gokhman, Design of optimal linear operators for the Haar basis,
    Progress in Wavelet Analysis and Applications (Y. Meyer & S. Roques, eds.), Editions Frontieres, Gif-sur-Yvette, pp. 593-597 (1993)

  2. W. Richardson, H. Longbotham, D. Gokhman, Multiscale Wavelet Analysis of Mammograms,
    Progress in Wavelet Analysis and Applications (Y. Meyer & S. Roques, eds.), Editions Frontieres, Gif-sur-Yvette, pp. 599-608 (1993)

Reports

  1. D. Gokhman, Comparability classes and the sign of a differential polynomial of a large function in a Hardy field,
    University of California at Berkeley (1984)

  2. E. Kostlan, D. Gokhman, An efficient algorithm for calculating the incomplete gamma function,
    Univeristy of California at Berkeley (1986)

  3. D. Gokhman, Signal-to-noise measurements,
    Guzik Technical Enterprises (1986)

  4. D. Gokhman, RLL Encoding,
    Guzik Technical Enterprises (1987)

  5. D. Gokhman, Computation of the velocity field due to vortex filaments in a fluid passage,
    Fluid & Power Research Institute (1991)

Last updated: Feb 9 2009 / Last fetched: Sun Nov 22 21:04:43 CST 2009