2,976 research outputs found
The subring of group cohomology constructed by permutation representations
Every homomorphism from a finite group G to a symmetric group S gives rise to a homomorphism from the mod-p cohomology of S to that of G. We describe the prime ideal spectrum of the subring of the cohomology of G generated by all such representations. This subring turns out to be amenable to the techniques introduced by two of us in 15. Much of the paper consists of a comparison of the prime ideal spectra for three distinct rings in the case when G is the general linear group GL(n,p) over the field of p elements. These are the whole mod-p cohomology ring, the subring corresponding to all permutation representations (as described above), and the subring corresponding to the permutation actions on partial flags. For n large and even, we show that no two of these rings are F-isomorphic
A world on the move : refugees, migrants, and immigrants
Gift of MSU Honors College.An interdisciplinary panel composed of Michigan State University faculty participates in a discussion entitled, "A world on the move : refugees, migrants, and immigrants". Panelists describe their research, teaching and writing efforts and explore the current situation of international refugees and immigrants and the dangers and challenges they face in leaving their home countries. They also discuss the reasons for migration around the world, the receptions immigrants often receive in coming to many countries and the economic advantages and disadvantages for countries welcoming immigration. Panelists are Anna Pegler-Gordon, James Madison College, David Thronson, College of Law, Sophia Koufopoulou, Department of Sociology, Stephanie Nawyn, Department of Sociology, and Johanna Schuster-Craig, College of Arts & Letters. Cynthia Jackson-Elmoore, dean of the MSU Honors College, convenes the session and moderates questions from the audience. Part of the series "Sharper Focus/Wider Lens" sponsored by the MSU Honors College. Held in the MSU Student Union
sj-pdf-1-nnr-10.1177_15459683211048771 – Supplemental Material for Acute Cortisol Profile Associations With Cognitive Impairment After Severe Traumatic Brain Injury
Supplemental Material, sj-pdf-1-nnr-10.1177_15459683211048771 for Acute Cortisol Profile Associations With Cognitive Impairment After Severe Traumatic Brain Injury by David J. Barton, Raj G. Kumar, Alexandria A. Schuster, Shannon B. Juengst, Byung-Mo Oh and Amy K. Wagner in Neurorehabilitation and Neural Repair</p
Reviewing Online Serials Subscriptions to Ensure Access in an Academic Library
Providence College is a Catholic, Dominican, liberal arts institution of higher education and a community committed to academic excellence in pursuit of the truth, growth in virtue, and service of God and neighbor (Providence College Mission Statement, 2013). The college has 4,900 FTE undergraduate, graduate, and School of Continuing Education students. The Phillips Memorial Library collaborates with college and affiliate partners to provide patron-focused information and knowledge resources, services, and facilities. (Phillips Memorial Library at Providence College Mission Statement, 2015).
Schuster, J. G., & Bernardo, D. (2025). Reviewing online serials subscriptions to ensure access in an academic library. Journal of Electronic Resources Librarianship, https://www-tandfonline-com.providence.idm.oclc.org/doi/full/10.1080/1941126X.2025.245581
Reviewing Online Serials Subscriptions to Ensure Access in an Academic Library
Providence College is a Catholic, Dominican, liberal arts institution of higher education and a community committed to academic excellence in pursuit of the truth, growth in virtue, and service of God and neighbor (Providence College Mission Statement, 2013). The college has 4,900 FTE undergraduate, graduate, and School of Continuing Education students. The Phillips Memorial Library collaborates with college and affiliate partners to provide patron-focused information and knowledge resources, services, and facilities. (Phillips Memorial Library at Providence College Mission Statement, 2015).
Schuster, J. G., & Bernardo, D. (2025). Reviewing online serials subscriptions to ensure access in an academic library. Journal of Electronic Resources Librarianship, https://www-tandfonline-com.providence.idm.oclc.org/doi/full/10.1080/1941126X.2025.245581
The role of ontologies in creating and maintaining corporate knowledge: a case study from the aero industry
The Designers’ Workbench is a system, developed to support designers in large organizations, such as Rolls-Royce, by making sure that the design is consistent with the specification for the particular design as well as with the company’s design rule book(s). The evolving design is described against a jet engine ontology. Currently, to capture the constraint information, a domain expert (design engineer) has to work with a knowledge engineer to identify the constraints, and it is then the task of the knowledge engineer to encode these into the Workbench’s knowledge base (KB). This is an error prone and time consuming task. It is highly desirable to relieve the knowledge engineer of this task, and so we have developed a tool, ConEditor+ that enables domain experts themselves to capture and maintain these constraints. The tool allows the user to combine selected entities from the domain ontology with keywords and operators of a constraint language to form a constraint expression. Further, we hypothesize that to apply constraints appropriately, it is necessary to understand the context in which each constraint is applicable. We refer to this as “application conditions”. We show that an explicit representation of application conditions, in a machine interpretable format, along with the constraints and the domain ontology can be used to support the verification and maintenance of constraints
ConEditor+: Capture and Maintenance of Constraints in Engineering Design
The Designers' Workbench is a system, developed to support designers in large organizations, such as Rolls-Royce, by making sure that the design is consistent with the specification for the particular design as well as with the company’s design rule book(s). Currently, to capture the constraint information, a domain expert (design engineer) has to work with a knowledge engineer to identify the constraints, and it is then the task of the knowledge engineer to encode these into the Workbench's knowledge base (KB). This is an error prone and time consuming task. It is highly desirable to relieve the knowledge engineer of this task, and so we have developed a tool, ConEditor+ that enables domain experts themselves to capture and maintain these constraints. The tool allows the user to combine selected entities from the domain ontology with keywords and operators of a constraint language to form a constraint expression. Further, we hypothesize that to apply constraints appropriately, it is necessary to understand the context in which each constraint is applicable. We refer to this as "application conditions". We show that an explicit representation of application conditions, in a machine interpretable format, along with the constraints and the domain ontology can be used to support the verification and maintenance of constraints
Preliminary report on effect of irrigation on major berry crops in the Willamette Valley
by C.E. Schuster, R.S. Besse, G.L. Rygg, and W.L. Powers.This archived document is maintained by the State Library of Oregon as part of the Oregon Documents Depository Program. It is for informational purposes and may not be suitable for legal purposes.Mode of access: Internet from the Oregon Government Publications Collection.Text in English
Korenblum's maximum principle for weighted Bergman spaces
p II^Hp in the Bergman space. This research will consider Korenblum's maximum principle in the context of weighted Bergman spaces to help understand the nature of this absolute constant c. It will be shown that the formula for the Mobius pseudodistance for the annulus will yield estimates for c in the weighted space and specific examples of weighted Bergman spaces will be investigated. Furthermore, an application to the Fock space will also be explored.p(^)j in the annulus c \z\ 1, then 11/In the Bergman space -4P(D) (1 p oo), Korenblum's maximum principle states that there is an absolute c £ (0, 1), such that whenever / and g are analytic in D and satisfy \f{z)
- …
