Results 231 to 240 of about 1,649 (263)

The Role of Butyric Acid and Microorganisms in Chronic Inflammatory Diseases and Microbiome-Based Therapeutics. [PDF]

J Inflamm Res
Liu Z, Jiang Y, Fan Q, Li S, Wang Y.
europepmc   +1 more source

Targeting ferroptosis: novel therapeutic approaches and intervention strategies for kidney diseases. [PDF]

Front Immunol
Luo Y, Long M, Wu X, Zeng L.
europepmc   +1 more source

Nondisclosure of Type 1 Diabetes in Adolescence: A Single-Center Experience. [PDF]

Diabetes Spectr
Nir J, Liberman A, Yackobovitch-Gavan M, Fraser D, Phillip M, Oron T.   +5 more
europepmc   +1 more source

High Transepidermal Water Loss at the Site of Wound Closure Is Associated With Increased Recurrence of Diabetic Foot Ulcers: The NIDDK Diabetic Foot Consortium TEWL Study. [PDF]

Diabetes Care
Sen CK, Gordillo GM, Roy S, Jahnke J, Sinha M, Timsina L, Mathew-Steiner SS, Conte MS, Holmes C, Jones TLZ, Pop-Busui R, Kolenic G, Spino C, Gurtner GC, NIDDK Diabetic Foot Consortium TEWL Study.   +14 more
europepmc   +1 more source

Assessing patient acceptability of Type 2 diabetes risk-assessment in UK high‑street dental practices: a reflexive thematic analysis of 15 interviews

Yonel Z, Lindenmeyer A.
europepmc   +1 more source

Regular languages and stone duality

Theory of Computing Systems, 1997
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Pippenger, Nicholas
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Stone duality for stable functions

2005
The problem of finding an algebraic structure for stable open subsets of a suitable domain has been recently raised by several authors. Specifically, it could be useful to have, in the stable case, a notion similar to the one of “frame”, in order to develop something similar to pointless topology, that is an algebraic insight of spaces.
Thomas Ehrhard, Pasquale Malacaria, Malacaria Pasquale   +2 more
exaly   +2 more sources

Stone duality and representation of stable domain

Computers and Mathematics With Applications, 1997
In this paper, the author studies the Stone duality and representation of L-domain w.r.t. stable functions. Two basic notions are introduced, one is D-semilattice and the other is semitopological system.
Yixiang Chen
exaly   +2 more sources

Extensions of the stone duality to the category of Boolean spaces and continuous maps

Quaestiones Mathematicae, 2022
Using our results from [4], we present a new proof of the extension of the Stone duality theorem to the category BooleSp of zero-dimensional locally  compact Hausdorff spaces (= Boolean spaces) and continuous maps that was provided by Dimov [3], and
E Ivanova-Dimova
exaly   +1 more source

Stone duality for Dedekind σ-complete ℓ-groups with order-unit

Journal of Algebra, 2006
Building on the Goodearl–Handelman–Lawrence functional representation theorem, we provide a purely topological representation (specifically, a categorical duality) for a large class of Dedekind σ-complete ℓ-groups G with order-unit u, including all G ...
Roberto Cignoli, Daniele Mundici
exaly   +2 more sources