2,759 research outputs found
VOICE: REBUILDING TRUST
David De Cremer charts the financial world's attempts to rebuild trust and provides three steps to jump-start the process. [ABSTRACT FROM AUTHOR
Marriage record of Cremer, Arthur and Higgs, Harriet
Marriage license for Arthur Cremer and Harriet Higgs. T. Gurley was the officiant
A Design for the New United Nations Environmental Council
An Initiative from Ir. Ivan A. Cremer and ir. Henri van Bennekom to design a new authority on Environmental health. The new United Nations Environmental Council, a building that will lead the way towards global environmental health. A building that changes course of the current United Nations, from machine for peace towards a machine for global endurance. This design is trying to solve the problems that accured by the changing context that surounds the image and the physical of the current United Nations.SADDMaterialisationArchitectur
Uncropped western blots UBE2J1 RNF26 2020
Uncropped Western blots to accompany manuscript ''ER-embedded UBE2J1/RNF26 ubiquitylation complex in spatiotemporal control of the endolysosomal pathway’ (CELL-REPORTS-D-19-04413'
The Julia sets of quadratic Cremer polynomials
AbstractWe study the topology of the Julia set of a quadratic Cremer polynomial P. Our main tool is the following topological result. Let f:U→U be a homeomorphism of a plane domain U and let T⊂U be a non-degenerate invariant non-separating continuum. If T contains a topologically repelling fixed point x with an invariant external ray landing at x, then T contains a non-repelling fixed point. Given P, two angles θ,γ are K-equivalent if for some angles x0=θ,…,xn=γ the impressions of xi−1 and xi are non-disjoint, 1⩽i⩽n; a class of K-equivalence is called a K-class. We prove that the following facts are equivalent: (1) there is an impression not containing the Cremer point; (2) there is a degenerate impression; (3) there is a full Lebesgue measure dense Gδ-set of angles each of which is a K-class and has a degenerate impression; (4) there exists a point at which the Julia set is connected im kleinen; (5) not all angles are K-equivalent
Retaliation as a response to procedural unfairness: a self-regulatory approach
When does procedural unfairness result in retaliation, and why do recipients of unfair treatment sometimes pursue and other times inhibit retaliation? Five studies addressed these questions. The authors proposed and found that regulatory focus moderates retaliation against an unfairness-enacting authority: Promotion-focus participants were more likely to retaliate than prevention-focus participants. Promotion focus was associated with, and also heightened the accessibility of, the individual self. In turn, individual-self accessibility influenced retaliation. In fact, prevention-focus participants were as retaliatory as promotion-focus participants under conditions of high individual-self accessibility. Implications for the procedural fairness and regulatory focus literatures are discussed, and suggestions for future research are offered
Specific loss of chromosomes 1, 2, 6, 10, 13, 17, and 21 in chromophobe renal cell carcinomas revealed by comparative genomic hybridization
We analyzed 19 chromophobe renal cell carcinomas by means of comparative genomic hybridization. Two tumors revealed no numerical abnormalities. In the remaining 17 cases we found loss of entire chromosomes with underrepresentation of chromosome 1 occurring in all 17 cases; loss of chromosomes 2, 10, and 13 in 16 cases; loss of chromosomes 6 and 21 in 15 tumors; and loss of chromosome 17 in 13 cases. The loss of the Y chromosome was observed in 6 of 13 tumors from male patients, whereas 1 X chromosome was lost in 3 of 4 tumors obtained from females. Comparative genomic hybridization results were verified by interphase cytogenetics. We conclude that a specific combination of multiple chromosomal losses characterizes chromophobe renal cell carcinomas and may help to differentiate them unequivocally from other types of kidney cancer
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