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Mathematics, Volume 9, Issue 10

May-2 2021 - 85 articles

Cover Story: Splitting methods arise by splitting the vector field into two simpler parts that can be integrated, either exactly or very precisely. High order methods are obtained by composing several steps of these flows with suitable coefficients. In this work, we improve their efficiency when they are used as temporal integrators of spatial discretizations of initial boundary value problems. View this paper.
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Articles (85)

  • Article
  • Open Access
1,912 Views
13 Pages

20 May 2021

In this paper, we investigate a class of Schrödinger–Poisson systems with critical growth. By the principle of concentration compactness and variational methods, we prove that the system has radially symmetric solutions, which improve the related res...

  • Article
  • Open Access
6 Citations
2,429 Views
17 Pages

Inequalities on the Generalized ABC Index

  • Paul Bosch,
  • Edil D. Molina,
  • José M. Rodríguez and
  • José M. Sigarreta

20 May 2021

In this work, we obtained new results relating the generalized atom-bond connectivity index with the general Randić index. Some of these inequalities for ABCα improved, when α=1/2, known results on the ABC index. Moreover, in order to obtain our resu...

  • Article
  • Open Access
2 Citations
3,284 Views
20 Pages

20 May 2021

We consider the model of Antonacci, Costantini, D’Ippoliti, Papi (arXiv:2010.05462 [q-fin.MF], 2020), which describes the joint evolution of inflation, the central bank interest rate, and the short-term interest rate. In the case when the diffusion c...

  • Article
  • Open Access
35 Citations
2,770 Views
24 Pages

20 May 2021

In the present study, a novel configuration of a rotating tube bundle was simulated under non-isothermal hydrodynamic conditions using a mixture model. Eight fins were considered in this study, which targeted the hydrodynamics of the system. An aqueo...

  • Article
  • Open Access
3 Citations
3,269 Views
25 Pages

20 May 2021

In this paper, under the framework of Extended Chebyshev space, four new generalized quasi cubic trigonometric Bernstein basis functions with two shape functions α(t) and β(t) are constructed in a generalized quasi cubic trigonometric space span{1,si...

  • Article
  • Open Access
7 Citations
2,466 Views
8 Pages

Generalization of Quantum Ostrowski-Type Integral Inequalities

  • Muhammad Aamir Ali,
  • Sotiris K. Ntouyas and
  • Jessada Tariboon

20 May 2021

In this paper, we prove some new Ostrowski-type integral inequalities for q-differentiable bounded functions. It is also shown that the results presented in this paper are a generalization of know results in the literarure. Applications to special me...

  • Article
  • Open Access
12 Citations
3,661 Views
29 Pages

Profitability Index Maximization in an Inventory Model with a Price- and Stock-Dependent Demand Rate in a Power-Form

  • Valentín Pando,
  • Luis A. San-José,
  • Joaquín Sicilia and
  • David Alcaide-López-de-Pablo

20 May 2021

This paper presents the optimal policy for an inventory model where the demand rate potentially depends on both selling price and stock level. The goal is the maximization of the profitability index, defined as the ratio income/expense. A numerical a...

  • Article
  • Open Access
6 Citations
3,137 Views
14 Pages

20 May 2021

Two generalized mathematical models with memory for the concentration of tumor cells have been analytically studied using the cylindrical coordinate and the integral transform methods. The generalization consists of the formulating of two mathematica...

  • Article
  • Open Access
5 Citations
2,215 Views
23 Pages

19 May 2021

A nonlinear-observer-based design methodology is proposed for an adaptive event-driven output-feedback tracking problem with guaranteed performance of uncertain underactuated underwater vehicles (UUVs) in six-degrees-of-freedom (6-DOF). A nonlinear o...

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Mathematics - ISSN 2227-7390