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The two-phase heat removal capability can be improved by increasing the diameter of the riser partially, of which the expansion section only needs to satisfy the condition that the length of expansion section is longer than that of flashing.
But at this point, let us continue to take a genuine ground for doubt to be a proposition that only needs to satisfy conditions (1) – (3).
However, it only needs to satisfy the proportion of the majorclass label for each cell to solve a learning problem based on majorclass proportions.
Therefore, the waveform design only needs to satisfy a one-dimensional Nyquist condition, e.g., square root raised cosine (SRRC), leaving more room for the signal spectrum improvement as well as the waveform flexibility.
Very recently, Guo [7], Li and Ye [8], Liu and Guo [9], Tang and Chen [10] studied respectively the following equation: begin{aligned} - biggl(a+b int_{mathbb{R}^{3}} vert nabla u vert ^{2},dx biggr) triangle u+V x u=f u),quad xinmathbb{R}^{3}, end{aligned} where (a,b) are positive constants, f only needs to satisfy superlinear growth at infinity.
Thus, for a set of permutations Σ to be Abelian with a regular action on C it only needs to satisfy C1−C6.
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At the initial time slot, we only need to satisfy the maximum of the expected reward at time slot k=1.
(ii) The considered master-slave system model is different from the systems in the literature, in which the nonlinearities only need to satisfy a bounded condition.
Different from some existing master-slave models, the nonlinear terms in the considered chaotic system only need to satisfy bounded conditions.
On the other hand, we note that Fujimoto [19], Chitra and Subrahmanyam [20] and Borwein and Dempster [21] have adopted an order-theoretic approach for studying the nonlinear complementarity problems, where the mappings only need to satisfy some order-preserving properties.
In order to capture a broad range of potential target sites, the conditions were set such that each target only need to satisfy the criteria for two out of a possible 11 different search algorithms.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com