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Creator:: Bogley, William A. and Williams, Gerald
Abstract:: We study a class of two-generator two-relator groups, denoted J[subscript n](m, k), that arise in the study of relative asphericity as groups satisfying a transitional curvature condition. Particular instances of these groups occur in the literature as finite groups of intriguing orders. Here we find infinite families of non-elementary virtually...
Resource Type:: Article and Preprint
Full Text:: Relative Asphericity William A. Bogley · Gerald Williams Received: date / Accepted: date Abstract We

Creator:: Bogley, William A. and Williams, Gerald
Abstract:: We study a class M of cyclically presented groups that includes both finite and infinite groups and is defined by a certain combinatorial condition on the defining relations. This class includes many finite metacyclic generalized Fibonacci groups that have been previously identified in the literature. By analyzing their shift extensions...
Resource Type:: Preprint and Article
Full Text:: , and metacyclic structures for a class of cyclically presented groups William A. Bogley, Gerald

Creator:: Burkhardt, Brett C.
Abstract:: This is an author's peer-reviewed final manuscript, as accepted by the publisher. The published article is copyrighted by Taylor & Francis and can be found at: https://doi.org/10.1080/0735648X.2016.1174619
Resource Type:: Article and Preprint
Full Text:: Administration 20(3):175–89. Berry, William D., Richard C. Fording, Evan J. Ringquist, Russell L. Hanson, and

Creator:: Pehrsson, Dale Elizabeth and McMillen, Paula S.
Abstract:: Discusses the development and evolution of the Bibliotherapy Evaluation Tool to help graduate counseling students use literature in therapy ethically and appropriately. A survey of bibliotherapeutic practice in the helping professions is provided. Graduate students showed greater knowledge of and comfort with bibliotherapy after exposure to a teaching module and...
Resource Type:: Article and Preprint
Full Text:: sorrow. William Shakespeare, Titus Andronicus (Act IV, Sc1, 1.34) Introduction The idea that the arts

Creator:: Evans, Kory M., Waltz, Brandon T., Tagliacollo, Victor A., Sidlauskas, Brian L., and Albert, James S.
Abstract:: In theory, evolutionary modularity allows anatomical structures to respond differently to selective regimes, thus promoting morphological diversification. These differences can then influence the rate and direction of phenotypic evolution among structures. Here we use geometric morphometrics and phenotypic matrix statistics to compare rates of craniofacial evolution and estimate evolvability in...
Resource Type:: Preprint and Article
Full Text:: , William Fink, Hironobu 355 Ito, Glenn Northcutt, Gerald Smith, David Wake and Miriam Zelditch for ideas

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