The Journal of Analysis
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A study on the height growth of different Eucalyptus species in India
The Journal of Analysis - Tập 27 - Trang 293-310 - 2018
The aim of this paper is to study the height growth of different Eucalyptus
species in India using non-linear growth models. This study presents a
comparative study among the seven different growth models namely Logistic,
Gompertz, Monomolecular, Chapman-Richards (with three and four parameters) and
Von-Bertalanffy (with three and four parameters) growth model. Five different
Eucalyptus species, n...
On S-asymptotically $$\omega$$ -periodic mild solutions of some integrodifferential inclusions of Volterra-type
The Journal of Analysis - Tập 31 - Trang 2943-2972 - 2023
This work studies the well-posedness of S-asymptotically $$\omega$$ -periodic
mild solutions for a class of integrodifferential inclusions with
non-instantaneous impulsive effects. Firstly, under the situation that the
nonlinear multivalued function satisfies some Lipschitz and nonconvex conditions
and the resolvent operator is not necessarily compact, the well-posedness of
S-asymptotic $$\omega$$...
Viscosity-type extragradient algorithm for finding common solution of pseudomonotone equilibrium problem and fixed point problem in Hilbert space
The Journal of Analysis - Tập 31 - Trang 1355-1373 - 2022
The primary goal of this research is to find a common solution to the
equilibrium problem for pseudomonotone bi-functions satisfying the
Lipschitz-type condition as well as the fixed point problem for $$\psi -$$
strongly quasi-nonexpansive mappings in the context of real Hilbert space by
combining two different approaches. A viscosity-type extragradient algorithm is
presented for solving the probl...
Generalized Cesáro operator on BMOA space
The Journal of Analysis - Tập 29 - Trang 315-323 - 2020
In this article, we prove that if $$f\in H^{\infty }$$ then
$$\mathcal{P}^{b,c}f\in BMOA$$ , where $$\mathcal{P}^{b,c}$$ is the generalized
Cesáro operator with the condition $$c>2$$ . Also we supply an upper bound for
norm of $$\mathcal{P}^{b,c}$$ from $$ H^{\infty }$$ to BMOA with this condition....
An inertial method for split equality common f, g-fixed point problems of f, g-pseudocontractive mappings in reflexive real Banach spaces
The Journal of Analysis - Tập 31 Số 2 - Trang 963-1000 - 2023
Continuous orthosymmetric multilinear maps and homogeneous polynomials on Riesz spaces
The Journal of Analysis - Tập 28 - Trang 1127-1141 - 2020
We show that any continuous orthosymmetric multilinear map from an Archimedean
Riesz space into a Hausdorff topological vector space is symmetric. Then, we
establish a linear representation for continuous orthogonally additive
homogeneous polynomials. This representation will be used to introduce and
describe a new class of homogeneous polynomials, namely that of
polyorthomorphisms. In particular,...
Deferred statistical convergence of double sequences in neutrosophic normed spaces
The Journal of Analysis - - Trang 1-22 - 2023
This work explores the concepts of deferred Cesàro mean and deferred statistical
convergence for double sequences in neutrosophic normed spaces (shortly NNS). We
investigate several fundamental properties of these newly studied concepts.
Additionally, we introduce the notion of deferred statistical Cauchy sequences
and establish the equivalence between deferred statistical convergent double
sequen...
Stability and local minimality of spherical harmonic twists $$u={\mathbf {Q}}(|x|) x|x|^{-1}$$ , positivity of second variations and conjugate points on $$\mathbf{SO}(n)$$
The Journal of Analysis - Tập 28 - Trang 431-460 - 2019
In this paper we discuss the stability and local minimising properties of
spherical twists that arise as solutions to the harmonic map equation
$$\begin{aligned} \mathbf{HME}[u;\, \mathbb {X}^n, \mathbb {S}^{n-1}] :=\left\{
\begin{array}{ll} \Delta u + |\nabla u|^2 u =0 &{} \qquad \text { in } \mathbb
{X}^n, \\ |u|=1 &{}\qquad \text { in } \mathbb {X}^n , \\ u = \varphi &{}\qquad
\text { on } \par...
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