Results 111 to 120 of about 350,821 (260)

Normal and non-normal points of self-similar sets and divergence points of self-similar measures

open access: yes, 2003
Let K and mu be the self-similar set and the self-similar measure associated with an IFS (iterated function system) with probabilities (S-i,p(i))(i=1,...,N) satisfying the open set condition.
Olsen, Lars Ole Ronnow, Winter, S
core   +1 more source

Aging Is a Key Driver for Adult Acute Myeloid Leukemia

open access: yesAging and Cancer, EarlyView.
Acute myeloid leukemia (AML) is a classical age‐related hematologic malignancy, and a key driver of AML is aging, which profoundly regulates intrinsic factors such as genomic instability, epigenetic reprogramming, and metabolic dysregulation, and alters bone marrow microenvironment.
Rong Yin, Haojian Zhang
wiley   +1 more source

Backcrossing Failure between Sikitita Olive and Its Male Parent Arbequina: Implications for the Self-Incompatibility System and Pollination Designs of Olive Orchards

open access: yesPlants
Backcrossing between Sikitita and its male parent Arbequina, offers the possibility to check the suitability of different self-incompatibility models proposed for olive.
Julián Cuevas   +9 more
doaj   +1 more source

Dynamical boundary of a self-similar set

open access: yes, 1999
Given a self-similar set E generated by a finite system Ψ of contracting similitudes of a complete metric space X we analyze a separation condition for Ψ, which is obtained if, in the open set condition, the open subset of X is replaced with an open set ...
Morán, Manuel
core  

Mutant NPM1 in Acute Myeloid Leukemia Initiation and Maintenance

open access: yesAging and Cancer, EarlyView.
NPM1 mutations drive acute myeloid leukemia by acting as neomorphic transcriptional regulators that cooperate with Menin–MLL and XPO1 to sustain HOX/MEIS1 expression and block differentiation. Targeting these mutant‐specific transcriptional dependencies provides a rational therapeutic strategy for NPM1‐mutated AML.
Yanan Jiang   +3 more
wiley   +1 more source

Assisted pollination by means of an electrostatic system in the production and quality of sweet cherries cv. 'Regina'

open access: yesFolia Horticulturae
Poor pollination limits the fruit set and productivity of self-incompatible cultivars of sweet cherry (Prunus avium L.). This study sought to evaluate the improvement in fruit production and quality from assisted pollination using an electrostatic system
Sánchez-Contreras Javier   +2 more
doaj   +1 more source

Long‐Term Follow‐Up of Chemotherapy‐Associated Biological Aging in Women With Early Breast Cancer

open access: yesAging and Cancer, EarlyView.
Women threated with adjuvant chemotherapy for early breast cancer have sustained long‐term increase in p16INK4a,, a robust marker of cell senescence, suggesting a chemotherapy‐associated age acceleration. p16INK4a as well as other biomarkers may identify patients at greatest risk for senescence‐related diseases of aging.
Hyman B. Muss   +12 more
wiley   +1 more source

Anisotropy Induced by Electric Charge: A Computational Analytical Approach

open access: yesPhysics
This paper presents a novel class of interior solutions for anisotropic stars under the imposition of a self-similar symmetry. This means proposing exact solutions to the Einstein field equations to describe charged matter distribution with radiation ...
Franyelit Suárez-Carreño   +1 more
doaj   +1 more source

Neoantigen characteristics in the context of the complete predicted MHC class I self-immunopeptidome

open access: yesOncoImmunology, 2019
The self-immunopeptidome is the repertoire of all self-peptides that can be presented by the combination of MHC variants carried by an individual, defined by their HLA genotype. Each MHC variant presents a distinct set of self-peptides, and the number of
Scott D. Brown, Robert A. Holt
doaj   +1 more source

Markov-self-similar sets

open access: yesHiroshima Mathematical Journal, 1991
Let \(\{f_ 1,\dots,f_ N\}\) be a family of contractions of a separable, complete metric space. A set \(K\) is called self-similar if it satisfies \(K=f_ 1(K)\cup\cdots\cup f_ N(K)\). This paper considers generalisations of this concept where we have a vector of sets \((K_ 1,\dots,K_ N)\) with each \(K_ k\) satisfying \(K_ k=f_{k1}(K_ 1)\cup\cdots f_{kN}
openaire   +2 more sources

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