Search Results

Excuse Me

Description: A male figure in the foreground looks at something on a woman's desk. She is seated and holds a telephone receiver. Behind her is a man looking closely at a painting on the wall. The woman states, "Excuse me, these are private papers." The painting on the wall consists of squares of different colors. The man in the foreground is painted in a dark pinkish red tone.
Date: 1998
Creator: Blackburn, Ed, 1940-2022
Partner: UNT College of Visual Arts + Design
open access

Exhibiting Regional LGBTQ History in Dallas, Texas

Description: Article on the efforts of the University of North Texas Special Collections to create exhibits featuring LGBTQ history in Dallas, Texas. From 2017 to 2019 archivists and librarians at the University of North Texas Special Collections have worked with community members and city officials to create exhibits featuring archival materials from the LGBTQ Archive. There have been several obstacles to presenting accurate historical interpretation of Dallas LGBTQ community history, including lack of suf… more
Date: January 9, 2021
Creator: Parker, Jaimi & Gieringer, Morgan Davis
Partner: UNT Libraries Special Collections

EXIF and Electric Boat

Description: This photograph shows a Nikon camera on a tripod in the middle of a an electric boat. The electric boat is sitting on the edge of the water. Over the image, photographic information is listed in white font.
Date: unknown
Creator: O'Connor, Brian Clark
Partner: UNT College of Information
open access

Exile Literature

Description: Encyclopedia article on "exile literature," a collective term that describes all literature produced by writers during a period of voluntary or forced exile from their homeland.
Date: February 28, 1997
Creator: Costabile-Heming, Carol Anne
Partner: UNT College of Arts and Sciences
open access

Existence and nonexistence of radial solutions for semilinear equations with bounded nonlinearities on exterior domains

Description: Article studies radial solutions of ∆u + K(r)f(u) = 0 on the exterior of the ball of radius R > 0 centered at the origin in ℝᶰ where f is odd with f < 0 on (0, β), f > 0 on (β, δ), f ≡ 0 for u > δ, and where the function K(r) is assumed to be positive and K(r) → 0 as r → ∞.
Date: December 1, 2020
Creator: Iaia, Joseph A.
Partner: UNT College of Science
open access

Existence and Nonexistence of Solutions for Semilinear Equations on Exterior Domains

Description: This article studies radial solutions of Δu + K(r)ƒ(u) = 0 on the exterior of the ball of radius R > 0 centered at the origin in ℝᴺ where ƒ is odd with ƒ < 0 on (0,ß), ƒ > 0 on (β, δ), ƒ ≡ 0 for u > δ, and where the function K(r) is assumed to be positive and K(r) → 0 as r → ∞.
Date: August 22, 2016
Creator: Iaia, Joseph A.
Partner: UNT College of Arts and Sciences
open access

Existence and Nonexistence of Solutions for Sublinear Equations on Exterior Domains

Description: This article studies radial solutions of Δu + K(r)ƒ(u) = 0 on the exterior of the ball of radius R > 0, BR, centered at the origin in ℝN with u = 0 on @BR where ƒ is odd with ƒ < 0 on (0; β), ƒ > 0 on (β;∞), f(u) ~ uᵖ with 0 < p < 1 for large u and K(r) ~ r⁻ᵅ for large r.
Date: September 13, 2017
Creator: Iaia, Joseph A.
Partner: UNT College of Science
open access

Existence of Infinitely Many Solutions for Singular Semilinear Problems on Exterior Domains

Description: Article proving the existence of infinitely many radial solutions of ∆𝓊+𝐾(𝓇) ƒ (𝓊) = 0 on the exterior of the ball of radius R > 0, BR, centered at the origin in ℝᴺ with u = 0 on ∂BR and lim/r→∞ 𝓊(𝓇) = 0 where N > 2, f is odd with f < 0 on (0, β), f > 0 on (β, ∞), f is superlinear for large u, ƒ(𝓊) ∼ −1/(|𝓊|𝘲⁻¹𝓊) with 0 < q < 1 for small u, and 0 < 𝐾(𝓇) ≤ 𝐾₁/r∝ with 𝑁 + q(𝑁 − 2) < ∝ < 2(𝑁− 1) for large r.
Date: September 23, 2019
Creator: Iaia, Joseph A.
Partner: UNT College of Science
open access

Existence of solutions for semilinear problems on exterior domains

Description: Article proves the existence of an infinite number of radial solutions to ∆u+K(r)f(u) = 0 on ℝᶰ such that limᵣ →∞ u(r) = 0 with prescribed number of zeros on the exterior of the ball of radius R > 0 where f is odd with f < 0 on (0, β), f > 0 on (β, ∞) with f superlinear for large u, and K(r) ∼ r ⁻ᵅ with α > 2(N − 1).
Date: April 15, 2020
Creator: Iaia, Joseph A.
Partner: UNT College of Science
open access

Existence of Solutions for Semilinear Problems With Prescribed Number of Zeros on Exterior Domains

Description: This article proves the existence of an infinite number of radial solutions of Δ(u) + f(u) = 0 with prescribed number of zeros on the exterior of the ball of radius R > 0 centered at the origin in ℝᴺ where f is odd with f < 0 on (0, β), f > 0 on (β,∞) where β > 0.
Date: May 3, 2016
Creator: Joshi, Janak & Iaia, Joseph A.
Partner: UNT College of Arts and Sciences
open access

Existence of Solutions for Sublinear Equations on Exterior Domains

Description: This article proves the existence of an infinite number of radial solutions of Δu+K(r)ƒ(u) = 0, one with exactly n zeros for each nonnegative integer n on the exterior of the ball of radius R > 0, Bʀ, centered at the origin in ℝᴺ with u = 0 on ∂Bʀ and limᵣ→∞u(r) = 0 where N > 2, f is odd with ƒ < 0 on (0; β), ƒ > 0 on (β;∞), ƒ(u) ~ uᵖ with 0 < p < 1 for large u and K(r) ~ r-α with 0 < α < 2 for large r.
Date: October 10, 2017
Creator: Iaia, Joseph A.
Partner: UNT College of Science
open access

Exiting the Anthropocene: Achieving personal and planetary health in the 21st century

Description: Article describes how planetary health provides a perspective of ecological interdependence that connects the health and vitality of individuals, communities, and Earth's natural systems. The authors assert that in an era of interconnected grand challenges threatening health of all systems at all scales, planetary health provides a framework for cross-sectoral collaboration and unified systems approaches to solutions.
Date: June 24, 2022
Creator: Prescott, Susan L.; Logan, Alan C.; Bristow, Jamie; Rozzi, Ricardo, 1960-; Moodie, Rob; Redvers, Nicole et al.
Partner: UNT College of Science
open access

Expand-and-Randomize: An Algebraic Approach to Secure Computation

Description: This article considers the secure computation problem in a minimal model, where Alice and Bob each holds an input and wish to securely compute a function of their inputs at Carol without revealing any additional information about the inputs. For this minimal secure computation problem, the authors propose a novel coding scheme built from two steps. First, the function to be computed is expanded such that it can be recovered while additional information might be leaked. Second, a randomization s… more
Date: November 4, 2021
Creator: Zhao, Yizhou & Sun, Hua
Partner: UNT College of Engineering

Expanding Access to Oklahoma Newspapers: The Gateway to Oklahoma History

Description: Presentation highlighting the partnership between the University of North Texas Libraries' Digital Library and the Oklahoma Historical Society to digitize Oklahoma newspapers and make them accessible online through the Gateway to Oklahoma History. It was presented at the 2021 National Digital Newspaper Program (NDNP) Awardee Conference held virtually by the Library of Congress on September 9 and 13-16, 2021.
Date: September 14, 2021
Creator: Fisher, Sarah Lynn & Biller, Sarah
Partner: UNT Libraries
open access

Expanding the Equilibrium Solubility and Dissolution Thermodynamics of Benzoic Acid in Aqueous Alcoholic Mixtures

Description: This article determines the equilibrium solubility of benzoic acid in water and ethanol, as well as in nine {ethanol (1) + water (2)} mixtures from T = (293.15 to 323.15) K. The thermodynamic results presented could be useful in optimizing different physical and chemical processes involving benzoic acid in mixed aqueous-ethanol media.
Date: August 1, 2022
Creator: Akay, Sema; Kayan, Berkant; Peña, M. Ángeles; Jouyban, Abolghasem; Martínez, Fleming & Acree, William E. (William Eugene)
Partner: UNT College of Science
open access

Expanding the Search for Digital Preservation Solutions: Adopting PREMIS in Cultural Heritage Institutions

Description: Paper accompanying a poster presentation for the 2009 ACM/IEEE-CS Joint Conference on Digital Libraries. This paper provides some preliminary results on factors that affect the adoption of PREMIS (Preservation Metadata Implementation Strategies) in cultural heritage institutions.
Date: 2009
Creator: Alemneh, Daniel Gelaw
Partner: UNT Libraries
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