Exact(4)
For the reasons mentioned above, this article proposed an algorithm called the dynamic contention window (DCW) algorithm by adopting the second approach.
Compared with the works mentioned above, this article has the following new features: firstly, the main technique used in this paper is the topological degree method; secondly, Problem (1.1), (1.2) involves the integral initial condition.
As mentioned above, this article's companion workgroup report (Parkerton T, Woodburn KB, Arnot JA, Weisbrod AV, unpublished data) will provide the technical guidance on how bioaccumulation data should be evaluated and give examples of how such considerations can be practically applied in assigning data use or accuracy categories to in vivo bioaccumulation studies.
In cases such as those mentioned above, this article strongly suggests that the reader (mentor) encourage professional help.
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In addition to the images mentioned above, the article contains a chart which portrays hypothetical thysanopteran seed plant pollinator relationships, indicating the colonization of cycads, angiosperms, and probable ginkgoaleans.
Motivated by the article mentioned above, in this article, we consider the following m-point BVP with one-dimensional p-Laplacian, ( ϕ p ( u Δ ( t ) ) ) ∇ + h ( t ) f ( t, u ( t ) ) = 0, t ∈ ( 0, T ) T, u ( 0 ) - δ u Δ ( 0 ) = ∑ i = 1 m - 2 β i u Δ ( ξ i ), u Δ ( T ) = 0, (1.6).
Motivated by the works mentioned above, in this article we study the differential equations (1.1) by using the fixed point theorem for increasing operators on the order intervals.
Motivated and inspired by the studies mentioned above, in this article, we introduce and study the well-posedness for parametric strong vector quasi-equilibrium problems.
Motivated and inspired by the research studies mentioned above, in this article, we consider a type of symmetric strong vector quasiequilibrium problem (SSVQEP) without assuming that the dual of the ordering cone has a weak* compact base.
Inspired and motivated by the studies mentioned above, in this article, we introduce a relaxed iterative algorithm for approximating some common fixed point of a countable family of totally quasi-ϕ-asymptotically nonexpansive mappings and obtain a strong convergence theorem.
Motivated by the work mentioned above, in this article we study the differential equations (1.1) by using (u_{0} -positive operator and fixed point index theory under some conditions concerning the first eigenvalue with respect to the relevant linear operator.
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