Log-gases and random matrices (LMS-34) PJ Forrester Princeton University Press, 2010 | 1863 | 2010 |

Eight-vertex SOS model and generalized Rogers-Ramanujan-type identities GE Andrews, RJ Baxter, PJ Forrester Journal of Statistical Physics 35 (3-4), 193-266, 1984 | 1129 | 1984 |

The spectrum edge of random matrix ensembles PJ Forrester Nuclear Physics B 402 (3), 709-728, 1993 | 552 | 1993 |

The importance of the Selberg integral P Forrester, S Warnaar Bulletin of the American Mathematical Society 45 (4), 489-534, 2008 | 368 | 2008 |

The Calogero-Sutherland model and generalized classical polynomials TH Baker, PJ Forrester Communications in Mathematical Physics 188, 175-216, 1997 | 290 | 1997 |

Further exact solutions of the eight-vertex SOS model and generalizations of the Rogers-Ramanujan identities PJ Forrester, RJ Baxter Journal of statistical physics 38, 435-472, 1985 | 162 | 1985 |

Eigenvalue statistics of the real Ginibre ensemble PJ Forrester, T Nagao Physical review letters 99 (5), 050603, 2007 | 160 | 2007 |

Application of the τ-Function Theory¶ of Painlevé Equations to Random Matrices:¶ PIV, PII and the GUE PJ Forrester, NS Witte Communications in Mathematical Physics 219 (2), 357-398, 2001 | 153 | 2001 |

Correlations for the orthogonal-unitary and symplectic-unitary transitions at the hard and soft edges PJ Forrester, T Nagao, G Honner Nuclear Physics B 553 (3), 601-643, 1999 | 150 | 1999 |

Finite one-dimensional impenetrable Bose systems: Occupation numbers PJ Forrester, NE Frankel, TM Garoni, NS Witte Physical Review A 67 (4), 043607, 2003 | 146 | 2003 |

Asymptotic correlations at the spectrum edge of random matrices T Nagao, PJ Forrester Nuclear Physics B 435 (3), 401-420, 1995 | 138 | 1995 |

Non-intersecting Brownian walkers and Yang–Mills theory on the sphere PJ Forrester, SN Majumdar, G Schehr Nuclear Physics B 844 (3), 500-526, 2011 | 137 | 2011 |

Modelling with differential and difference equations G Fulford, P Forrester, A Jones Cambridge University Press, 1997 | 129 | 1997 |

Application of the τ‐function theory of Painlevé equations to random matrices: P_{V}, P_{III}, the LUE, JUE, and CUEPJ Forrester, NS Witte Communications on Pure and Applied Mathematics: A Journal Issued by the …, 2002 | 124 | 2002 |

Exact statistical properties of the zeros of complex random polynomials PJ Forrester, G Honner Journal of Physics A: Mathematical and General 32 (16), 2961, 1999 | 122 | 1999 |

Selberg correlation integrals and the 1r2 quantum many-body system PJ Forrester Nuclear Physics B 388 (3), 671-699, 1992 | 116 | 1992 |

Developments in random matrix theory PJ Forrester, NC Snaith, JJM Verbaarschot Journal of Physics A: Mathematical and General 36 (12), R1, 2003 | 112 | 2003 |

Application of the τ-function theory of Painlevé equations to random matrices: PVI, the JUE, CyUE, cJUE and scaled limits PJ Forrester, NS Witte Nagoya Mathematical Journal 174, 29-114, 2004 | 109 | 2004 |

Classical skew orthogonal polynomials and random matrices M Adler, PJ Forrester, T Nagao, P Van Moerbeke Journal of Statistical Physics 99, 141-170, 2000 | 107 | 2000 |

Interpretations of some parameter dependent generalizations of classical matrix ensembles PJ Forrester, EM Rains Probability theory and related fields 131 (1), 1-61, 2005 | 104 | 2005 |