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The restricted span of a profile P = (t1,..., t k ), denoted ⟨ P⟩ r is the set of all R = (T1,..., T k ) for P such that T i ∈ ⟨ t⟩ r for each i ∈ K.
Given an input tree t in a profile P, the restricted span of t, denoted ⟨ t⟩ r is the set of all plenary trees T such that every nontrivial split in T extends a distinct nontrivial split in t.
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She thought that the syndrome included light sensitivity, inadequate background accommodation, poor print resolution, restricted span recognition and lack of sustained attention.
In the rest of this section, we will show how to obtain majority-rule supertrees directly from the restricted span.
The geographic distribution of genetic subgroup 1a's places of transmission was most restricted, spanning an elliptic area of only 16 km.
Korach, S. Moran, S. Zaks, The optimality of distributive constructions of minimum weight and degree restricted spanning trees in a complete network of processors, SIAM Journal on Computing 16 (2) (1987) 231 236] implies that the expected message complexity of our algorithm is significantly better than the best distributed algorithm that finds an optimal k-connected subgraph.
The limitation of the physics involved has restricted the span of spectral emissions to a relatively narrow band (approx 400-1,000 nm) at the present time.
Although natural selection operating on cancers favors the outgrowth of malignant clones with replicative immortality, the continued survival of a cancer is generally restricted by the life span of its host.
We circumvent this potential problem by defining a restricted version of the span.
If the input spectrum is discretized (either by considering a Riemmann approximation, or by restricting it to the span of a finite dimensional linear space), this problem falls within the class of semi-infinite convex programs.
Furthermore, we have restricted our search within the span of -2 kb from the transcription initiation site to the end of the 1st intron.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com