Categorical data analysis A Agresti John Wiley & Sons, 2012 | 45965 | 2012 |

Statistical methods for the social sciences A Agresti, B Finlay (No Title), 2009 | 5375 | 2009 |

Analysis of ordinal categorical data A Agresti John Wiley & Sons, 2010 | 4801 | 2010 |

Approximate is better than “exact” for interval estimation of binomial proportions A Agresti, BA Coull The American Statistician 52 (2), 119-126, 1998 | 4447 | 1998 |

A survey of exact inference for contingency tables A Agresti Statistical science 7 (1), 131-153, 1992 | 1600 | 1992 |

Foundations of linear and generalized linear models A Agresti John Wiley & Sons, 2015 | 897 | 2015 |

The art and science of learning from data A Agresti, C Franklin Upper Saddle River, New Jersey 88, 2007 | 681 | 2007 |

Simple and effective confidence intervals for proportions and differences of proportions result from adding two successes and two failures A Agresti, B Caffo The American Statistician 54 (4), 280-288, 2000 | 660 | 2000 |

An introduction to categorical data analysis A Agresti New York: Wiley, 1996 | 590 | 1996 |

Random effect models for repeated measures of zero-inflated count data Y Min, A Agresti Statistical modelling 5 (1), 1-19, 2005 | 473 | 2005 |

Statistical analysis of qualitative variation A Agresti, BF Agresti Sociological methodology 9, 204-237, 1978 | 451 | 1978 |

The analysis of ordered categorical data: An overview and a survey of recent developments I Liu, A Agresti Test 14, 1-73, 2005 | 399 | 2005 |

Summarizing the predictive power of a generalized linear model B Zheng, A Agresti Statistics in medicine 19 (13), 1771-1781, 2000 | 381 | 2000 |

Métodos estatísticos para as ciências sociais A Agresti, B Finlay Penso Editora, 2012 | 350 | 2012 |

Simultaneously modeling joint and marginal distributions of multivariate categorical responses JB Lang, A Agresti Journal of the american statistical association 89 (426), 625-632, 1994 | 331 | 1994 |

Statistical methods for the social sciences A Agresti Pearson, 2018 | 307 | 2018 |

Random‐effects modeling of categorical response data A Agresti, JG Booth*, JP Hobert*, B Caffo* Sociological Methodology 30 (1), 27-80, 2000 | 275 | 2000 |

Multinomial logit random effects models J Hartzel, A Agresti, B Caffo Statistical Modelling 1 (2), 81-102, 2001 | 261 | 2001 |

A model for agreement between ratings on an ordinal scale A Agresti Biometrics, 539-548, 1988 | 234 | 1988 |

Modeling nonnegative data with clumping at zero: a survey Y Min, A Agresti Journal of the Iranian Statistical Society 1 (1), 7-33, 2022 | 232 | 2022 |