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The harmonic minor is, strictly speaking, not really a scale; it is used normally not melodically but as a source set for constructing harmony.
This paper studies the fundamental problems: whether an affine system affected by additive disturbances is robustly transferable from a source set (simplex) to a target set (polytope) and whether it is robustly stabilizable with its state constrained in a simplex.
We are given a vertex t∈V designated as a sink, a cable capacity λ>0, and a source set S⊆V with demand d v ≥0, v∈S.
In this paper, we consider the problem for undirected graphs, and the connectivity between a source set S and a vertex v is defined as the maximum number of paths between v and S no two of which have common vertex except v.
An iteration starts by applying reaction rules to each of the compounds of a source set.
More precisely, we used as a source set all the metabolites present in E. coli iJO1366 model [43].
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With a priori knowledge of a candidate source set, reference [3] infers the source node using a maximum a posteriori estimator.
In a typical system, illumination is provided by a diffuse source set at the focal plane of a collimating lens.
A light source, set at right angles to a viewing microscope, illuminates the oil droplets and makes them appear as bright stars while they fall.
To weight by the effective area of the telescope (again, unless you have a hard source), set the range to, for example, 2000:7000 eV.
In the source location problem, the goal is to compute a minimum cost source set in a graph so that the connectivity between the source set and each vertex is at least the demand of the vertex.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com