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Articles 31 - 34 of 34
Full-Text Articles in Physical Sciences and Mathematics
Coarser Connected Topologies And Non-Normality Points, Lynne Yengulalp
Coarser Connected Topologies And Non-Normality Points, Lynne Yengulalp
Mathematics Faculty Publications
We investigate two topics, coarser connected topologies and non-normality points. The motivating question in the first topic is:
Question 0.0.1. When does a space have a coarser connected topology with a nice topological property? We will discuss some results when the property is Hausdorff and prove that if X is a non-compact metric space that has weight at least c, then it has a coarser connected metrizable topology. The second topic is concerned with the following question:
Question 0.0.2. When is a point y ∈ β X\X a non-normality point of β X\X? We will discuss the question in the …
Discrete Fractional Calculus With The Nabla Operator, Ferhan M. Atici, Paul W. Eloe
Discrete Fractional Calculus With The Nabla Operator, Ferhan M. Atici, Paul W. Eloe
Mathematics Faculty Publications
Properties of discrete fractional calculus in the sense of a backward difference are introduced and developed. Exponential laws and a product rule are developed and relations to the forward fractional calculus are explored. Properties of the Laplace transform for the nabla derivative on the time scale of integers are developed and a fractional finite difference equation is solved with a transform method. As a corollary, two new identities for the gamma function are exhibited.
Linear Operators That Preserve The Edgesum Of A Graph, Ian June L. Garces, Siegfred Alan C. Baluyot
Linear Operators That Preserve The Edgesum Of A Graph, Ian June L. Garces, Siegfred Alan C. Baluyot
Mathematics Faculty Publications
No abstract provided.
Gutt Products And Representations Of Lie Groups, Job A. Nable
Gutt Products And Representations Of Lie Groups, Job A. Nable
Mathematics Faculty Publications
No abstract provided.