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These effects may be reduced by employing a fixed threshold having the minimum value consistent with optical noise.
By employing a fixed point theorem of strict-set-contraction and inequality techniques, some sufficient conditions for the existence of periodic solutions are established.
In Section 3, by employing a fixed point theorem due to Krasnoselskii and Zabreiko, we establish existence of solutions criteria for BVP (1.8).
The total execution time for an N×N image by employing a fixed number of PEs is N(N+1)/M+2(M−1), when M is the fixed number of PEs.
The total execution time for an N×N image by employing a fixed number of PEs is 2[N2/M+2(M−1)], when M is the fixed number of PEs.
In this article, by employing a fixed point theorem in cones, we investigate the existence of a positive solution for a class of singular semipositone fractional differential equations with integral boundary conditions.
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Two methods of representing the pooled parametric and non-parametric data were employed: a fixed effects model weighted by inverse variance and a random effects model.
The complex impedance data were obtained for prepared TiO2 and AgBr loaded TiO2 by employing a specially designed conductivity cell having a fixed sample thickness of 2 mm.
In this section, by employing a generalization of the Leggett-Williams fixed point theorem, we investigate the existence of at least three positive solutions for boundary value problem (1.2).
By employing a variation of the fixed point continuation algorithm in [12], an algorithm, which is called renormalized fixed point iteration (RFPI), was developed for solving model (5) efficiently.
The existence results of a solution, and triple solutions, are established by employing a generalized version of the upper and lower solution method, the Schäuder fixed point theorem, and topological degree theory.
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