Results 271 to 280 of about 40,664 (309)
Some of the next articles are maybe not open access.

Cutting down in size by not making a cut

Science Signaling, 2022
Preventing the metalloprotease MT1-MMP from cleaving an anorexigenic receptor may be an anti-obesity strategy.
openaire   +2 more sources

To cut or not to cut: a case of epiploic appendagitis

Postgraduate Medical Journal, 2017
A 47-year-old man presented to hospital with a 1 day history of acute left-sided abdominal pain. He was initially treated for renal colic but the pain continued to worsen. Surgical review elicited left iliac fossa tenderness with guarding. Observations were within normal limits but serology revealed a raised C reactive protein. A provisional diagnosis
Zishan, Sheikh, Caron, Parsons
openaire   +2 more sources

Cut! Cut! Cut!

2023
Kate Messner, Kate Messner
openaire   +1 more source

To Cut or Not to Cut a Dividend

SSRN Electronic Journal, 2010
Motivated by the argument that managers will cut their dividend only when there are visible signs of poor performance, I revisit the issue of why firms cut their regular cash dividend. I use a propensity score matching methodology to differentiate firms according to their likelihood of cutting a dividend where the likelihood is a function of observable
openaire   +1 more source

Episiotomy. To cut or not to cut?

The Online journal of current clinical trials, 1994
Episiotomy is performed in over half of the hospital-based deliveries in the US, despite the dearth of scientific data demonstrating its usefulness in uncomplicated cases. After roughly 70 years of widespread use in the US, the first randomized clinical trial of episiotomy conducted in North America (and the first worldwide involving median episiotomy)
S C, Kaufman, S C, Kaufmann
openaire   +1 more source

Topological equivalences of $$\mathbf {CUT}$$ CUT and $$\mathbf {CUT(Fin)}$$ CUT ( Fin )

Archive for Mathematical Logic, 2016
In this note, two well-known topological facts regarding cofinite and cocountable-like topologies over uncountable sets are shown to be equivalent either to the Countable Union Theorem or to the Countable Union Theorem for countable families of finite sets.
openaire   +1 more source

To cut or not to cut

Toxicon, 2018
G.A. Gross   +6 more
openaire   +1 more source

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