نتایج جستجو برای: lambda chi zeta type contraction mapping
تعداد نتایج: 1641618 فیلتر نتایج به سال:
In this paper, we introduce a new contraction-type mapping and provide fixed-point theorem which generalizes improves some existing results in the literature. Thus, prove that Boyd Wong (1969) and, more recently, due to Wardowski (2012), Turinici Piri Kumam (2016), Secelean Proinov (2020), others are consequences of our main result. An application integral equations illustrative examples indica...
In this work, we establish new fixed point theorems for generalized Pata–Suzuki type contraction via α -admissible mapping in metric spaces and to prove some results such mappings. Moreover, give an example illustrate our main result. Consequently, the presented paper generalize improve corresponding of literature.
We use the contraction mapping theorem to present existence and uniqueness of solutions in a short time system non-linear Volterra integral equations certain type direct-sum H[a; b] Hilbert space V[a; b]. extend local global proposed problem. Because kernel function is transcendental on interval [a; b], results are novel very important numerical approximation.
In this paper, we discussed the existence, uniqueness and Ulam-type stability of solutions for sequential coupled hybrid fractional differential equations with two derivatives. The is established by means Banach's contraction mapping principle, while existence derived from Leray-Schauder's alternative fixed point theorem. Further, addressed problem studied. Finally, an example provided to check...
We are conducting a genome scan at an average resolution of 10 centimorgans (cM) for type 2 diabetes susceptibility genes in 716 affected sib pairs from 477 Finnish families. To date, our best evidence for linkage is on chromosome 20 with potentially separable peaks located on both the long and short arms. The unweighted multipoint maximum logarithm of odds score (MLS) was 3.08 on 20p (location...
We consider the linear Volterra equation
The terms of F?integral contraction as well (?,?˜,F,i)?integral are introduced. Fixed point and common fixed theorems established. For the mapping F we use only supposition that it is strictly increasing. As a consequence main obtain Jungck–Wardowski, Branciari–Wardowski Jungck–Branciari type results. Consequently, results presented in article enhance complement some known literature.
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