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The result of this co-optimized approach is an overall set of generator types/fuels which increases the diversity of Portuguese electricity supply, lowers its dependency on imported fuels by 21.30% and moves the country towards meeting its regional and international obligations of 31% energy from renewables by 2020 and a 27% reduction in greenhouse gas emissions by 2012, respectively.
For the current set of generator prices, consistent supply allocations, loads, and clearing price have been found.
An (n, k = n - 1, m) systematic code is depicted by the set of generator polynomials g1 n-1)(D), g2 n-1)(D),..., g n - 1 ( n - 1 ) (D).
In the Keynesian universe, there is a set of generator properties with two characteristics: any two generator properties are causally and statistically independent of each other, and the generator properties are jointly sufficient to generate (i.e., to cause) all derivative properties.
The network structure of the power system can be regarded as an undirected graph, where is the set of node points representing loads and generators, is the set of edges representing electrical lines, is the set of edge weights and is the set of generator buses.
For instance, for the algal cell in Figure 1A, one set of generator consists of two reflections, one each about the horizontal and the vertical axis and the other set comprises a reflection (about either axis) and a rotation by 180° [ 39].
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Consider power flow in a power system with the generator set G, load set L, bus set B and branch set R. Let G b ⊂G be the set of generators on bus b, each having generated power S g, price per unit supply p g, and minimum and maximum supply (S_{g}^{(min)}) and (S_{g}^{(max)}), respectively.
The free Sabinin algebra on a set of generators (S) is the universal Sabinin algebra generated by (S).
Using the range function approach to shift invariant spaces in L2(Rn) we give a simple characterization of frames and Riesz families generated by shifts of a countable set of generators in terms of their behavior on subspaces of l2(Zn).
The presentation of Lie superalgebras by a finite set of generators and defining relations is one of the most general mathematical and algorithmic schemes of their analysis.
This generalizes the concept of free Banach lattice over a set of generators, and allows us to study the Nakano property and the density character of non-degenerate intervals on these spaces, answering some recent questions of B. de Pagter and A.W. Wickstead.
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