Titlebook: Topics from the 8th Annual UNCG Regional Mathematics and Statistics Conference; Jan Rychtá?,Sat Gupta,Maya Chhetri Conference proceedings

MIRE

Application of Object Tracking in Video Recordings to the Observation of Mice in the Wild,video data for further observation, as well as directly analyze extracted data. We examine how this analysis can be used to study animal behavior. As an example, we examine thermal video recorded from free-living, nocturnal, wild mice in the genus ..

Asymptomatic

腫塊

NCSU-CUSP: A Program Making a Difference in Quantitative Sciences,ical Sciences (CSUMS) program funded by the National Science Foundation (NSF) to provide a rich applied computational statistics research experience to a diverse population of undergraduate students that will encourage them to continue their academic programs to the graduate level and will help them

engrossed

NATAL

清晰

長(zhǎng)處

,Soliton Solutions of a Variation of the Nonlinear Schr?dinger Equation,s. It is in a class of nonlinear partial differential equations (PDEs) that pertain to several physical and biological systems. In this project we apply a pseudo-spectral solution-estimation method to a modified version of the NLS equation as a means of searching for solutions that are solitons, whe

MITE

茁壯成長(zhǎng)

Laplace Equations for Real Semisimple Associative Algebras of Dimension 2, 3 or 4.,cheffers (Mathematisch-physikalische Klasse 46:120-134, 1894) to Vladimirov and Volovich (USSR Acad Sci 59(1):3-27, 1984) we take .-linearity of the differential as the defining condition of .-differentiability. The necessary condition for .-differentiability is the generalized Cauchy Riemann equati

追蹤

Fibonacci and Lucas Identities via Graphs,ath graph, . ., is the Fibonacci number . . and the Fibonacci number of the cycle graph, . ., is the Lucas number . .. This paper combines the visual nature of graph theory with combinatorial methods to prove new identities for the Fibonacci and Lucas numbers.