Identification of the body fluid donors from mixture stains using bulk transcriptomes data. [PDF]
Yu H +9 more
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Investigating the impact of electric vehicles on increasing the reliability of the distribution system using the enhanced gray wolf evolutionary algorithm model. [PDF]
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A Two-Stage Location-Allocation Optimization Method for Fixed UAV Nests in Power Inspection Considering Node Failure Scenarios. [PDF]
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The role of oxygen vacancies in the electronic and optical properties of κ-Ga<sub>2</sub>O<sub>3</sub>. [PDF]
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On the limit functions of iterates in wandering domains
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Computing Rate-Distortion Functions of Continuous Memoryless Sources via Discrete Algorithms: An Integrated Scheme with Convergence Guarantee and Algorithmic Acceleration. [PDF]
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Abstract The limiters in the International Thermonuclear Experimental Reactor (ITER) have been relocated to equatorial ports in order to improve their operability and maintenance. This position reduces to a minimum the total first wall (FW) area subjected to high heat fluxes with resulting savings in component costs along with those in the associated
Cardella, A. +9 more
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ITER operating limit definition criteria
Fusion Engineering and Design, 2009Abstract The operating limits and conditions (OLCs) are operating parameters and conditions, chosen among all system/components, which, together, define the domain of the safe operation of ITER in all foreseen ITER states (operation, maintenance, commissioning).
S. Ciattaglia +11 more
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Iterative time-limited signal restoration
IEEE Transactions on Acoustics, Speech, and Signal Processing, 1983The purpose of this paper is to show that time-limited restoration of shift-invariant blurred signals can be done by means of fixed-point solutions of contraction mappings, under rather general conditions for the distortion operator. All our results are valid for multidimensional signals.
Sanz, Jorge L. C., Huang, Thomas S.
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Let X be a complete metric space. For \(n=1,2,3,...\), let \(f_ n\) be a function \(X\to X\) having a unique fixed point \(\alpha_ n\). Write \(F_ n=f_ 1\circ f_ 2\circ...\circ f_ n\). Under suitable conditions, there is an \(\alpha\in X\) such that, for each \(x\in X\), we have \(F_ n(x)\to \alpha\) as \(n\to \alpha\).
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