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Existence of Infinitely Many Solutions for Singular Semilinear Problems on Exterior Domains
Article proving the existence of infinitely many radial solutions of βπ+πΎ(π) Ζ (π) = 0 on the exterior of the ball of radius R > 0, BR, centered at the origin in βα΄Ί with u = 0 on βBR and lim/rββ π(π) = 0 where N > 2, f is odd with f < 0 on (0, Ξ²), f > 0 on (Ξ², β), f is superlinear for large u, Ζ(π) βΌ β1/(|π|π²β»ΒΉπ) with 0 < q < 1 for small u, and 0 < πΎ(π) β€ πΎβ/rβ with π + q(π β 2) < β < 2(πβ 1) for large r.
Date:
March 9, 2018
Creator:
Iaia, Joseph A.
System:
The UNT Digital Library
IslandCafe: Compositional Anomaly and Feature Enrichment Assessment for Delineation of Genomic Islands
Article discusses IslandCafe, a proposed method for genomic island detection.
Date:
October 1, 2019
Creator:
Jani, Mehul & Azad, Rajeev K.
System:
The UNT Digital Library
Topological mixing properties of rankβone subshifts
Article describes study examining the topological mixing properties and the maximal equicontinuous factor of rankβone subshifts as topological dynamical systems
Date:
February 7, 2019
Creator:
Gao, Su & Ziegler, Caleb
System:
The UNT Digital Library
A gene based approach to test genetic association based on an optimally weighted combination of multiple traits
In this article, the authors propose a statistical method by Testing an Optimally Weighted Combination of Multiple traits (TOW-CM) to test the association between multiple traits and multiple variants in a genomic region (a gene or pathway). They investigate the performance of the proposed method through extensive simulation studies. Their simulation studies show that the proposed method has correct type I error rates and is either the most powerful test or comparable with the most powerful tests. Additionally, they illustrate the usefulness of TOW-CM based on a COPDGene study.
Date:
August 9, 2019
Creator:
Zhang, Jianjun; Sha, Qiuying; Liu, Guanfu & Wang, Xuexia
System:
The UNT Digital Library
Universality in a one-dimensional three-body system
Article studying a heavy-heavy-light three-body system confined to one space dimension.
Date:
July 24, 2019
Creator:
Happ, Lucas; Zimmermann, Matthias; Betelu, Santiago I.; Schleich, Wolfgang P. & Efremov, Maxim A.
System:
The UNT Digital Library