Singular nonlinear boundary value problems for second-order ordinary differential equations JA Gatica, V Oliker, P Waltman Journal of Differential Equations 79 (1), 62-78, 1989 | 288 | 1989 |

On the regularity of solutions to a generalization of the Minkowski problem E Lutwak, V Oliker Journal of differential geometry 41 (1), 227-246, 1995 | 230 | 1995 |

Mathematical aspects of design of beam shaping surfaces in geometrical optics V Oliker Trends in nonlinear analysis, 193-224, 2003 | 204 | 2003 |

Optical design of single reflector systems and the Monge–Kantorovich mass transfer problem T Glimm, V Oliker Journal of Mathematical Sciences 117 (3), 4096-4108, 2003 | 191 | 2003 |

On the numerical solution of the equation and its discretizations, i VI Oliker, LD Prussner Numerische Mathematik 54 (3), 271-293, 1989 | 165 | 1989 |

Hypersurfaces in IR^{n+1} with prescribed gaussian curvature and related equations of monge—ampére typeVI Oliker Communications in Partial Differential Equations 9 (8), 807-838, 1984 | 114 | 1984 |

Problem of reflector design with given far-field scattering data LA Caffarelli, SA Kochengin, VI Oliker Monge Ampère equation: applications to geometry and optimization 226, 13, 1999 | 108 | 1999 |

Evolution of nonparametric surfaces with speed depending on curvature II. The mean curvature case VI Oliker, NN Uraltseva Communications on pure and applied mathematics 46 (1), 97-135, 1993 | 104 | 1993 |

Determination of reflector surfaces from near-field scattering data SA Kochengin, VI Oliker Inverse problems 13 (2), 363, 1997 | 100 | 1997 |

Weak solutions of one inverse problem in geometric optics LA Caffarelli, VI Oliker Journal of Mathematical Sciences 154, 39-49, 2008 | 97 | 2008 |

Optical design of two-reflector systems, the Monge-Kantorovich mass transfer problem and Fermat's principle T Glimm, V Oliker Indiana University Mathematics Journal, 1255-1277, 2004 | 90 | 2004 |

Optical design of freeform two-mirror beam-shaping systems V Oliker JOSA A 24 (12), 3741-3752, 2007 | 73 | 2007 |

Designing freeform lenses for intensity and phase control of coherent light with help from geometry and mass transport V Oliker Archive for Rational Mechanics and Analysis 201 (3), 1013-1045, 2011 | 71 | 2011 |

Controlling light with freeform multifocal lens designed with supporting quadric method (SQM) V Oliker Optics express 25 (4), A58-A72, 2017 | 70 | 2017 |

Computational algorithms for constructing reflectors SA Kochengin, VI Oliker Computing and Visualization in Science 6 (1), 15-21, 2003 | 67 | 2003 |

Designing double freeform surfaces for collimated beam shaping with optimal mass transportation and linear assignment problems LL Doskolovich, DA Bykov, ES Andreev, EA Bezus, V Oliker Optics Express 26 (19), 24602-24613, 2018 | 58 | 2018 |

Determination of reflector surfaces from near-field scattering data II. Numerical solution SA Kochengin, VI Oliker Numerische Mathematik 79 (4), 553-568, 1998 | 58 | 1998 |

Supporting quadric method in optical design of freeform lenses for illumination control of a collimated light V Oliker, J Rubinstein, G Wolansky Advances in Applied Mathematics 62, 160-183, 2015 | 57 | 2015 |

Embedding Sn into Rn+ 1 with given integral Gauss curvature and optimal mass transport on Sn V Oliker Advances in Mathematics 213 (2), 600-620, 2007 | 57 | 2007 |

Geometric and variational methods in optical design of reflecting surfaces with prescribed irradiance properties V Oliker Nonimaging Optics and Efficient Illumination Systems II 5942, 58-69, 2005 | 56 | 2005 |