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Rolling back from the reactor, the cost and physics design point of compact fusion neutron source (Pn∼1 MW Γn ∼ 1e17 m−2s−1) are also presented.
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Using an analytic/numerical approach, we investigate the effects of oblateness and eccentricity of the primaries on the triangular points of compact double degenerate white dwarf binaries.
First, we introduce the fixed point index of compact maps on positive cones; see [27 29].
To get our results, we used the technique involving the fixed point theory of compact and condensing operators.
By using fixed point theorems of compact operator, they derived many existence and uniqueness results concerning the mild solutions for system (1).
By using some fixed point theorems of compact operator, they derive many existence and uniqueness results concerning the mild solutions for problem (1) under the different assumptions on the nonlinear term f.
Supporters of the compact counter that under a national popular vote system, to consider state-level majorities is to miss the point of the compact; in any state, votes cast contribute to the nationwide tally, which determines the winner.
But Glover had to wonder: if the MP3 could reproduce Tupac at one-eleventh the bandwidth, and if Tupac could then be distributed, free, on the Internet, what the hell was the point of a compact disk?
The cost of electricity for a Pnet∼ 100 MWe plant consisting of multiple Pfus∼70 MW units is examined by developing the physics design point of a compact torus reactor with the CORSICA equilibrium/stability model and a systems analysis based on the ARIES Systems Code.
Suppose E is the set of extreme points of a compact metrizable set.
The spaces encountered in functional analysis are frequently homeomorphic to the set of extreme points of a compact set, so that our theorem gives a more universally applicable result for functional analysts.
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