A future question for the SAT or GRE exams: "What is the relationship between Tom DeLay and redistricting?"  Obviously that one is going to have many, many possible correct answers.  But redistricting is a difficult and complex topic.  This recent paper, though, might provide a good jumping off point for reporters working on the topic.

"Public Choice Principles of Redistricting"

    BY:  JOHN G. MATSUSAKA
            USC Marshall School of Business
            USC School of Law
         THOMAS W. GILLIGAN
            University of Southern California
            Marshall School of Business

Document:  Available from the SSRN Electronic Paper Collection:
         http://papers.ssrn.com/paper.taf?abstract_id=775186

Paper ID:  USC Law and Economics Research Paper No. 05-18; USC
         CLEO Research Paper No. C05-8
  Date:  July 2005

 Contact:  JOHN G. MATSUSAKA
 Email:  Mailto:matsusak@usc.edu
 Postal:  USC Marshall School of Business
         Dept. of Finance & Business Economics
         Los Angeles, CA 90089  UNITED STATES
 Phone:  213-740-6495
   Fax:  213-740-6650
 Co-Auth:  THOMAS W. GILLIGAN
 Email:  Mailto:TGILLIGAN@MARSHALL.USC.EDU
 Postal:  University of Southern California
         Marshall School of Business
         Los Angeles, CA 90089  UNITED STATES

ABSTRACT:
 This paper uses fundamental principles of public choice, mainly  the median voter theorem, to develop a simple theory of  redistricting. The focus is on how closely policy outcomes  correspond to majority rule. The main results are: (1) Potential  policy bias in favor of nonmajority groups is structurally  linked to the number of legislative seats and the population,  and the structure of most states puts them very close to the  theoretically maximum bias. (2) Random districting, which might  seem like the essence of neutrality, does not eliminate policy  bias on average. (3) Traditional principles of compact,  contiguous districts that respect existing political boundaries,  stressed in the Supreme Court's Shaw v. Reno decision, minimize
 the chance of nonmajoritarian outcomes."