New Developments in Feature Pattern Analysis
Guest-Editors: Hubert Feger & Michelle Brehm

Table of contents

• M. Brehm, H. Feger:
  Preface and Introduction

• H. Feger, K. C. Klauer:
  Essentials of Feature Pattern Analysis

• M. Brehm:
  The representation of FPA-solutions as pseudoline-arrangements
  Mathematical basis of the Feature Pattern Analysis (FPA)-Part I

• M. Brehm:
  Existence and construction of FPA-solutions
  Mathematical basis of the Feature Pattern Analysis (FPA) Part II

• U. v. Hecker:
  Deriving prediction rules from co-occurrence data: A method based on Boolean algebra

• U. Czienskowski, C. Bässler:
  Feature Pattern Analysis: A computer program

• C. Bässler:
  Approximate solutions in FPA: Expected error limits and goodness of fit from random data

• H. Feger:
  Some applications of FPA in the social and behavioral sciences

• W. Bürklin, H. Feger:
  Participation of members in activities of political parties: A one- and two-dimensional scalogram analysis

• M. Grosse-Holtforth:
  Multidimensional Scalogram Analysis of the Gießen-Test (GT)

• T. Reimer, A. E. Auhagen:
  Identifying Boolean Networks in Multivariate Time Series: The prediction of contact behavior in friendship dyads

• M. Brehm, H. Feger:
  Feature Pattern Analysis in the context of other models and methods