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Full-Text Articles in Entire DC Network
1996 - The First Annual Symposium Of Student Scholars
1996 - The First Annual Symposium Of Student Scholars
Symposium of Student Scholars Program Books
The full program book from the First Annual Symposium of Student Scholars, held on May 10th, 1996. Includes abstracts from presentations.
Σary, Moorhead State University, Mathematics Department
Σary, Moorhead State University, Mathematics Department
Math Department Newsletters
No abstract provided.
History Of Fermat's Last Theorem, Amanda Brown
History Of Fermat's Last Theorem, Amanda Brown
Undergraduate Honors Capstone Projects
Around 1637, Pierre de Fermat made a now-famous mathematical conjecture. However, Fermat's conjecture neither began nor ended with him. Fermat's last theorem, as the conjecture is called, has roots approximately 3600 years old. The proof of the theorem was not realized until 1994, over 350 years after it was proposed by Fermat.
Teaching As Reflective Practice: Papers By Teacher Researchers, Merc Teacher Researchers
Teaching As Reflective Practice: Papers By Teacher Researchers, Merc Teacher Researchers
MERC Publications
This is a collection of papers by Teacher researchers in different county public school systems put together by the Metropolitan Educational Research Consortium (MERC). Papers in this report include:
- "Why Do They Hide Their Hands?" by Rebecca Miller and Tracy Pausic of Bailey Bridge Middle School, Chesterfield County Public Schools
- "The Fourth "C" of Motivation - Competition" by Sharon P. Eshler of Cold Harbor Elementary School, Hanover County Public Schools
- "A Study of the Implementation of a Math Buddy Program Between Kindergarten Students and Third Graders In An Attempt to Improve Communication Skills" by Melinda Jenkins and …
Invariant Subspaces Of The Harmonic Dirichlet Space With Large Co-Dimension, William T. Ross
Invariant Subspaces Of The Harmonic Dirichlet Space With Large Co-Dimension, William T. Ross
Department of Math & Statistics Faculty Publications
In this paper, we comment on the complexity of the invariant subspaces (under the bilateral Dirichlet shift f → ζf) of the harmonic Dirichlet space D. Using the sampling theory of Seip and some work on invariant subspaces of Bergman spaces, we will give examples of invariant subspaces F ⊂ D with dim(F/ζF) = n, n ∈ N ∪ {∞}. We will also generalize this to the Dirichlet classes Dα, 0 <α< ∞, as well as the Besov classes Bα p , 1