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X chromosome inactivation:Prid:Pt:Bld/Tiss:Nar

Known as: X, inattivazione cromosoma:Prid:Pt:Sangue/Tess:Nar, X Chrom Inactivation Sg/T, Chromosome X inactivation [Identification] Sang/Tissu ; Commentaire 
National Institutes of Health

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BloodBody tissueChromosomesMolecular Pathology Tests

Papers overview

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2011
2011
A Sparsity Preserving Stochastic Gradient Method for Composite Optimization
We propose new stochastic gradient algorithms for solving convex composite optimization problems. In each iteration, our… 
2011
2011
SURFACE INACTIVATION IN VENEER DRYING PROCESS AND ITS EFFECTS ON BONDING STRENGTH
Kaplama kurutma islemi, kontrplak ve LVL gibi odun kompozitlerinin uretimindeki en onemli asamalardan biridir. Cunku kaplama… 
2005
2005
Inégalités variationnelles non convexes
Dans cet article nous proposons differents algorithmes pour resoudre une nouvelle classe de problemes variationels non convexes… 
2003
2003
PVM kriging with R
Kriging is one of the most often used prediction methods in spatial data analysis. This paper examines which steps of the… 
2003
2003
Dendrites and light mappings
It is shown that a metric continuum X is a dendrite if and only if for every compact space (continuum) Y and for every light… 
2000
2000
Classification of automorphisms of the free group of rank 2 by ranks of fixed-point subgroups
We use the following rule of composition of automorphisms: if φ, ψ ∈ Aut(F2) and x ∈ F2 then φψ(x) = ψ(φ(x)). For x ∈ F2 denote… 
2000
2000
DENDRITES AND LIGHT OPEN MAPPINGS JANUSZ
It is shown that a metric continuum X is a dendrite if and only if for every compact space Y and for every light open mapping f… 
1990
1990
A non-completely regular quiet quasi-uniformity
A complete quiet quasi-uniformity is constructed on A. Mysior's regular but not completely regular space. This answers a question… 
1986
1986
Inner model operators and the continuum hypothesis
Assuming AD, every inner model operator satisfies the continuum hypothesis. We work in ZF + DC, and usually assume the axiom of… 
Highly Cited
1981
Highly Cited
1981
On the Hausdorff dimension of fractal attractors
We consider such mappingsxn+1=F(xn) of an interval into itself for which the attractor is a Cantor set. For the same class of… 
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