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Physical Sciences and Mathematics Commons™
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Articles 1 - 15 of 15
Full-Text Articles in Physical Sciences and Mathematics
Permanents Of Tridiagonal And Hessenberg Matrices Representing Recursive Number And Polynomial Sequences, Ximing Dong, Tian-Xiao He, Faculty Advisor
Permanents Of Tridiagonal And Hessenberg Matrices Representing Recursive Number And Polynomial Sequences, Ximing Dong, Tian-Xiao He, Faculty Advisor
John Wesley Powell Student Research Conference
No abstract provided.
Exploring Multigraph Pairs Of Ikn, William O'Conner, Daniel Roberts, Faculty Advisor
Exploring Multigraph Pairs Of Ikn, William O'Conner, Daniel Roberts, Faculty Advisor
John Wesley Powell Student Research Conference
No abstract provided.
Tabulation Of Strong Pseudoprimes, Tony Liu, Andrew Shallue, Faculty Advisor
Tabulation Of Strong Pseudoprimes, Tony Liu, Andrew Shallue, Faculty Advisor
John Wesley Powell Student Research Conference
No abstract provided.
Bivariate Barycentric-Coordinate Berstein-Bezier Polynomial & C1 Quadratic Vertex Spline, Rui Jiang, Tian-Xiao He, Faculty Advisor
Bivariate Barycentric-Coordinate Berstein-Bezier Polynomial & C1 Quadratic Vertex Spline, Rui Jiang, Tian-Xiao He, Faculty Advisor
John Wesley Powell Student Research Conference
Poster presentation abstract.
Integer Antimagic Labeling For Cycle With One Chord, Jinze Zheng, Daniel Roberts, Faculty Advisor
Integer Antimagic Labeling For Cycle With One Chord, Jinze Zheng, Daniel Roberts, Faculty Advisor
John Wesley Powell Student Research Conference
Poster presentation abstract.
Multidesigns For A Graph Pair Of Order 6, Yizhe Gao, Daniel Roberts, Faculty Advisor
Multidesigns For A Graph Pair Of Order 6, Yizhe Gao, Daniel Roberts, Faculty Advisor
John Wesley Powell Student Research Conference
Oral presentation abstract.
Duals Of Bernoulli Numbers And Polynomials And Euler Numbers And Polynomials, Jinze Zheng, Tian-Xiao He, Faculty Advisor
Duals Of Bernoulli Numbers And Polynomials And Euler Numbers And Polynomials, Jinze Zheng, Tian-Xiao He, Faculty Advisor
John Wesley Powell Student Research Conference
Oral presentation abstract.
Multidecomposition Of Complete Directed Graphs Into Directed Graph Pairs Of Order 3 And 4, Jacob Henry, Daniel Roberts, Faculty Advisor
Multidecomposition Of Complete Directed Graphs Into Directed Graph Pairs Of Order 3 And 4, Jacob Henry, Daniel Roberts, Faculty Advisor
John Wesley Powell Student Research Conference
Oral presentation abstract.
C7 And C7 Complement Multidecomposition Of Kn, Hang Phung, Daniel Roberts, Faculty Advisor
C7 And C7 Complement Multidecomposition Of Kn, Hang Phung, Daniel Roberts, Faculty Advisor
John Wesley Powell Student Research Conference
Poster presentation abstract.
Generalized Catalan Numbers And Their Properties, Yuanziyi Zhang, Tian-Xiao He, Faculty Advisor
Generalized Catalan Numbers And Their Properties, Yuanziyi Zhang, Tian-Xiao He, Faculty Advisor
John Wesley Powell Student Research Conference
Poster presentation abstract.
Multidecompositions Of Complete Graphs Into A Graph Pair Of Order 6, Yizhe Gao, Mark Daniel Roberts, Faculty Advisor
Multidecompositions Of Complete Graphs Into A Graph Pair Of Order 6, Yizhe Gao, Mark Daniel Roberts, Faculty Advisor
John Wesley Powell Student Research Conference
A graph is a mathematical structure consisting of a set of objects called vertices and a set of 2-element subsets of vertices, called edges. The complete graph on n vertices is the graph with n vertices and an edge between any pair of distinct vertices. Let C6 denote the cycle on 6 vertices. We are interested in partitioning the edges of the complete graph on n vertices into copies of C6 and its complement with at least one copy of each graph. We provide necessary and sufficient conditions on n for the existence such a structure.
A Look At Multi-Decompositions Of Complete Graphs Into Graph Pairs Of Order 4, Yizhe Gao, Daniel Roberts, Faculty Advisor
A Look At Multi-Decompositions Of Complete Graphs Into Graph Pairs Of Order 4, Yizhe Gao, Daniel Roberts, Faculty Advisor
John Wesley Powell Student Research Conference
Firstly, a graph G consists of a vertex set V (G), and an edge set E (G) of endpoints which relate two vertices with each edge. Also, a decomposition of a graph is a list of subgraphs such that each edge appears in exactly one subgraph in the list. In the field ofgraph theory, graph decomposition is an active field of research. One type of decomposition is graph pairs. A graph pair is a pair of graphs on the same vertex set whose union is the complete graph. Abueida and Daven studieddecompositions of complete graphs into graph-pairs of order four. …
Frames And Spline Framelets, Tung Nguyen, Nahee Kim, Tian-Xiao He, Faculty Advisor
Frames And Spline Framelets, Tung Nguyen, Nahee Kim, Tian-Xiao He, Faculty Advisor
John Wesley Powell Student Research Conference
Frames can be seen as a generalization of orthonormal bases, which not only maintain useful characteristics of orthonormal bases but also allow more flexibility in applications. The applications of frames include communication and image processing, as its characteristic inherited from orthonormal bases helps speed up the transmitting and processing time while its additional flexibility adds to frames the ability to reconstruct lost information. In this project, we study the construction of a class of tight frames in Euclidean spaces. Also, we use Fourier transforms and the techniques of Multi-Resolution Analysis (MRA) in wavelet analysis to investigate a class of tight …
B-Coloring Of Regular Graphs, Taole Zhu, Josh Brown-Kramer, Faculty Advisor
B-Coloring Of Regular Graphs, Taole Zhu, Josh Brown-Kramer, Faculty Advisor
John Wesley Powell Student Research Conference
No abstract provided.
M-Refinable Extensions Of Real Valued Functions, John Meuser, Tian-Xiao He, Faculty Advisor
M-Refinable Extensions Of Real Valued Functions, John Meuser, Tian-Xiao He, Faculty Advisor
John Wesley Powell Student Research Conference
No abstract provided.