Introduction to stochastic calculus with applications FC Klebaner World Scientific Publishing Company, 2012 | 1504 | 2012 |

Long term behavior of solutions of the Lotka-Volterra system under small random perturbations RZ Khasminskii, FC Klebaner Annals of Applied Probability, 952-963, 2001 | 111 | 2001 |

On population-size-dependent branching processes FC Klebaner Advances in Applied Probability 16 (1), 30-55, 1984 | 95 | 1984 |

Geometric rate of growth in population-size-dependent branching processes FC Klebaner Journal of applied probability 21 (1), 40-49, 1984 | 66 | 1984 |

Market model of stochastic implied volatility with application to the BGM model A Brace, B Goldys, F Klebaner, R Womersley Preprint, available at the page http://www. maths. unsw. edu. au/statistics …, 2001 | 63 | 2001 |

When a stochastic exponential is a true martingale. Extension of the Benes method F Klebaner, R Liptser Theory of Probability & Its Applications 58 (1), 38-62, 2014 | 61 | 2014 |

Population-size-dependent and age-dependent branching processes P Jagers, FC Klebaner Stochastic Processes and their Applications 87 (2), 235-254, 2000 | 61 | 2000 |

Random variation and concentration effects in PCR P Jagers, F Klebaner Journal of Theoretical Biology 224 (3), 299-304, 2003 | 58 | 2003 |

A limit theorem for population-size-dependent branching processes FC Klebaner Journal of applied probability 22 (1), 48-57, 1985 | 46 | 1985 |

A family of non-Gaussian martingales with Gaussian marginals K Hamza, FC Klebaner Journal of Applied Mathematics and Stochastic Analysis 2007, 2007 | 43 | 2007 |

Option price when the stock is a semimartingale F Klebaner Electronic Communications in Probability 7, 79-83, 2002 | 43 | 2002 |

Stochastic difference equations and generalized gamma distributions FC Klebaner The Annals of Probability, 178-188, 1989 | 42 | 1989 |

Conditions for integrability of Markov chains K Hamza, FC Klebaner Journal of applied probability 32 (2), 541-547, 1995 | 39 | 1995 |

Calibrating and pricing with a stochastic-local volatility model Y Tian, Z Zhu, G Lee, F Klebaner, K Hamza The Journal of Derivatives 22 (3), 21-39, 2015 | 37 | 2015 |

On the path to extinction P Jagers, FC Klebaner, S Sagitov Proceedings of the National Academy of Sciences 104 (15), 6107-6111, 2007 | 35 | 2007 |

Population-size-dependent, age-structured branching processes linger around their carrying capacity P Jagers, FC Klebaner Journal of Applied Probability 48 (A), 249-260, 2011 | 32 | 2011 |

Stochasticity in the adaptive dynamics of evolution: the bare bones FC Klebaner, S Sagitov, VA Vatutin, P Haccou, P Jagers Journal of biological dynamics 5 (2), 147-162, 2011 | 28 | 2011 |

Geometric growth in near-supercritical population size dependent multitype Galton-Watson processes FC Klebaner The Annals of Probability 17 (4), 1466-1477, 1989 | 28 | 1989 |

Population-dependent branching processes with a threshold FC Klebaner Stochastic processes and their applications 46 (1), 115-127, 1993 | 27 | 1993 |

Autoregressive approximation in branching processes with a threshold FC Klebaner, O Nerman Stochastic processes and their applications 51 (1), 1-7, 1994 | 26 | 1994 |