J. Charles Lee

J. Charles Lee, Dean of Forestry Departmenthttps://scholarsjunction.msstate.edu/ua-photo-collection/8087/thumbnail.jp

On the nonlinear statistics of range image patches

In [A. B. Lee, K. S. Pedersen, and D. Mumford, Int. J. Comput. Vis., 54 (2003), pp. 83–103], the authors study the distributions of 3 × 3 patches from optical images and from range images. In [G. Carlsson, T. Ishkanov, V. de Silva, and A. Zomorodian, Int. J. Comput. Vis., 76 (2008), pp. 1–12], the authors apply computational topological tools to the data set of optical patches studied by Lee, Pedersen, and Mumford and find geometric structures for high density subsets. One high density subset is called the primary circle and essentially consists of patches with a line separating a light and a dark region. In this paper, we apply the techniques of Carlsson et al. to range patches. By enlarging to 5×5 and 7×7 patches, we find core subsets that have the topology of the primary circle, suggesting a stronger connection between optical patches and range patches than was found by Lee, Pedersen, and Mumford

Stephen D. Lee Papers

J. S. Butler and J. A. Loch submit their application for graduation. January 11, 1897.https://scholarsjunction.msstate.edu/ua-msu-founders-documents/1085/thumbnail.jp

The 1952 Bryant Yearbook, The Bryant Ledger

Editor-in-Chief: J. Franklyn Dunn, Jr. Associate Editor: Carolyn Morrison Advertising Manager: Joseph Cianci Photography: J. Paul Lanier Coordinator: Sam Sanekewitz Advisor: Lee Weaverhttps://digitalcommons.bryant.edu/yearbooks/1017/thumbnail.jp

Pithy

Poem by Donna J. Gelagotis Lee

Poetry

Two poems by Donna J. G. Lee: Afternoon in Paleó Fáliron Up the Mountai

Explicit formulae for Chern-Simons invariants of the hyperbolic J(2n,−2m)J(2n,-2m) knot orbifolds

We calculate the Chern-Simons invariants of the hyperbolic $J(2n,-2m)$ knot orbifolds using the Schl\"{a}fli formula for the generalized Chern-Simons function on the family of cone-manifold structures of $J(2n,-2m)$ knot. We present the concrete and explicit formula of them. We apply the general instructions of Hilden, Lozano, and Montesinos-Amilibia and extend the Ham and Lee's methods to a bi-infinite family. We dealt with even slopes just as easily as odd ones. As an application, we calculate the Chern-Simons invariants of cyclic coverings of the hyperbolic $J(2n,-2m)$ knot orbifolds. For the fundamental group of $J(2n, -2m)$ knot, we take and tailor Hoste and Shanahan's. As a byproduct, we give an affirmative answer for their question whether their presentation is actually derived from Schubert's canonical 2-bridge diagram or not.Comment: 9 pages, 1 figure. arXiv admin note: substantial text overlap with arXiv:1601.00723, arXiv:1607.0804

Letter from Rex Lee to Representative Burdick Regarding Enrollment of Children in the Three Affiliated Tribes, October 2, 1956

This letter, dated October 2, 1956, from Acting Commissioner of the United States (US) Bureau of Indian Affairs Rex Lee to US Representative Usher Burdick responds to the appeal sent from J. K. Murray regarding the enrollment of children into the Three Affiliated Tribes. Lee notes that he has enclosed a copy of the reply that he sent to Murray. That reply is not included with this document. See also: Letter from Thomas Reid to J. K. Murray Regarding Enrollment of Children in the Three Affiliated Tribes, September 26, 1956https://commons.und.edu/burdick-papers/1327/thumbnail.jp

Straw Hat Players programs, 1990 (1990)

Tamara Beller, Richard Barbera, Brenda Lee Betzold, Jon Patrick Blaeser, Michelle M. Bosch, Mark Brodin, Beth Cash, Bill Clement, Kevin Fox, Kristin Huber, Kristi Jereska, Michael J. King, Eric J. Knutson, Amy Jo Krueger, Betsy Kruse, Sara J. Larson, John Lentz, Randy E. Long, Lisa-Rose Mahaney, Timothy McCracken, R. Anne Nelson, Timothy N. Nelson, Valori Kay Nerhus, Paul Neumann, Susan Nickel, Mary Purdy, Natanya Rose, Scott Saffert, Charley Shahnaian, Jeremy A. Simonson, Kristin Spangler, Duane J. Sutton, Steve Swenson, Doreen S. Thorson, Dean Tschider, Lisa Wagner, C. Patrick Ward, Dominic J. Wharramhttps://red.mnstate.edu/shp_programs/1025/thumbnail.jp