Results 31 to 40 of about 474 (166)
Global Policy, EarlyView.ABSTRACT On‐orbit rendezvous and docking constitute one of the most technically challenging activities in the history of space activities. As space endeavours mature to crewed missions, space rendezous and docking technologies (RDT) emerge as an area of technological innovation critical to advances in future crewed space exploration.
Nikita Chiu, Markus Kornprobst
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Accounting Perspectives, Volume 24, Issue 1, Page 189-249, March 2025.ABSTRACT CPA enabling competencies underpin the human skills and professional values that all future accountants should possess. Nevertheless, to date, the discourse is limited within the scholarship of teaching and learning on how to best inculcate these competencies in future accountants.
Sanobar Siddiqui
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Grothendieck–Witt groups of henselian valuation rings
Annals of K-TheoryWe show that functors like algebraic $K$-theory (such as unitary or symplectic $K$-functors), as well as the higher Grothendieck--Witt groups, possess the local constancy condition for Henselian valuation rings. Namely, taken with finite coefficients, these functors send canonical residue maps into isomorphisms.
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On the structure of Witt–Burnside rings attached to pro-$p$ groups
Documenta Mathematica, 2014 The p -typical Witt vectors are a ubiquitous object in algebra and number theory. They arise as a functorial construction that takes perfect fields k of prime ...
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Novel Bispecific Engagers Targeting the CεmX Domain of mIgE‐Expressing Cells
Allergy, EarlyView.We developed bispecific TCE & NKCE targeting the CεmX domain of mIgE to eliminate IgE‐producing cells. Both constructs demonstrated potent, specific, dose‐dependent cytotoxicity and selective immune activation in vitro. These results highlight their promise as off‐the‐shelf, potentially curative therapeutics for IgE‐associated allergic diseases ...
Constantin Möller +16 more
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Witt rings and Brauer groups under multiquadratic extensions. II
Journal of Algebra, 1982 Let F be a field of characteristic not 2, and suppose M is a multiquadratic extension of F. That is, M/F is a finite abelian extension of exponent 2, so that M = F(@) for some finite subgroup G E F/F’, where $ = F (0). In studying Brauer groups and products of quaternion algebras, the second author was led to consider the homology groups N,(M/F) of -a ...
Shapiro, Daniel B +2 more
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ANZ Journal of Surgery, EarlyView.ABSTRACT Background Facial nerve dysfunction (FND) remains a key complication of parotidectomy. Intraoperative facial nerve monitoring (IOFNM) aims to assist facial nerve identification and preservation; however, its effect on postoperative FND remains unclear.
H. Buntain +5 more
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Zeta functions, Grothendieck groups, and the Witt ring
Bulletin des Sciences Mathématiques, 2015 We prove some results connecting the zeta functions of varieties over finite fields with the big Witt ring over $\mathbb Z$. We explore relations with motivic measures and a classical formula of Macdonald on invariants of symmetric products of a variety.
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Business Ethics, the Environment &Responsibility, EarlyView.ABSTRACT Responsible leadership can be manifested in a variety of ways but we lack understanding of what drives this variation and what the implications are of different approaches. In this conceptual article, we develop a novel typology of responsible leadership approaches based on leaders' different perceived obligations as experts, facilitators, and
Christian Voegtlin, Andrew Crane
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Trust Matters: Examining the Dynamics of Management's Trust in Employee Representation
British Journal of Industrial Relations, EarlyView.ABSTRACT While trust's relevance in employment relations has been recognised by scholars, empirical studies on management's trust in employee representation are notably scarce. The paper addresses this gap, contributing to a more comprehensive understanding of the dynamics that shape effective dialogue in the employment relationship.
Argyro Avgoustaki +2 more
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