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of encoding some interesting structure. We prove the equivalence of this property to an exponential family assumption, and discuss identifiability, modelling, inferential and computational implications. 1 ...
Abstract Let $$K \subset {\mathbb R}^n$$ be a compact definable set in an o- minimal structure over $${\mathbb R}$$, for example, a semi-algebraic or a subanalytic set. A definable family $$\{ S_ ...
FollowerSetGraph(F, symbolSet) Input: F = the list of forbidden words generating the language. symbolSet={1,…,d}. Output : Graph=(Nodes, Edges ) where: – each node in Nodes is the set of words of length ...
set out to compress miRNAs to families solely according to the identity in the canonical seed (positions 2–8). Table 1 summarizes the list of MDBs and the number of miRNAs, genes and miRNA- families ...
with high overstory juniper cover . The Juniper Titmouse was associated with senescent trees, Blue-gray Gnatcatcher (Polioptila caerulea) with rock outcrops and shrubs in the family Rosaceae, and Black ...
. For the case wherein the grid comprises simplexes, a systematic family of minimal -degree nonconforming finite elements, where |$m$|th-degree polynomials work for |$2m$|th-order elliptic partial differential ...
every edge . When the simple game is proper, the set of minimal winning coalitions is an intersecting family . Any set in is therefore a cover . This implies that the integral covering number is smaller than ...
is provided by the concept of minimal coverings of a population (previously employed for modeling networks [15]). Here, we focus on smallest collections C of paired aberrations with the property that (nearly ...
gets higher in an area covered by low position device, people located at the focal distance of the lens will blur other objects in the image due to perspective principles. Table 2 lists the detailed ...
3.2. If |$A$| is a minimal infinite emitter and |$B$| is an infinite emitter then, since |$\mathcal{G}$| has no sinks, either |$A\subseteq B$| or their intersection is at most finite. □ The following ...
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