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Computer Science
Showing 1-1020 of 1,814 projects
Maximal monotone operators on hilbert spaces and applications ...
<p> </p><p>Let H be a real Hilbert space and A : D(A) H ! H be an unbounded, linear,<br>self-adjoint, and maximal monotone operator. ...
Minimum principle of pontryagin ...
Abstract: The Minimum Principle of Pontryagin is a fundamental concept in the field of optimal control theory. Developed by Russian mathematician Lev Pontryagin...
Motion in the generalized restricted three-body problem...
<p> The Research Project Material Guide Comes With An Introduction, Background Of The Study, Statement Of The Problem, The Objective Of The Study, Rese...
Fractional mechanical oscillator...
<p> </p><p>The linearly damped free fractional mechanical oscillator equation</p><p> </p><p>is solved by L...
Images of mathematics stakeholders in teaching and learning mathematics at secondary...
<p> The study was conducted for images of mathematics stakeholders in teaching and learning mathematics at secondary schools. For the purpose of the st...
Iterative algorithms for single-valued and multi-valued nonexpansive-type mappings i...
<p> </p><p>Algorithms for single-valued and multi-valued nonexpansive-type mappings<br>have continued to attract a lot of attentions ...
Lasalle invariance principle for ordinary dierential equations and applications...
Abstract: The Lasalle invariance principle is a powerful tool in the analysis of ordinary differential equations (ODEs) and dynamical systems. This principle pr...
Magnetohydrodynamic unsteady free convection flow past vertical porous plates with s...
<p> </p><p>In this dissertation, the problems of Magnetohydrodynamic unsteady free convection flow<br>past vertical porous plates wit...
Mathematical model of predator-prey relationship with human disturbance ...
<p> The predator-prey model with human disturbance is considered in the model and other<br>factors such as noise, diffusion and external periodic...
Strong convergence of modified averaging iterative algorithm for asymptotically none...
<p> </p><p>Let H be a real Hilbert space and K a nonempty, closed and convex subset of H. Let<br>T : K ! K be an asymptotically nonex...
Evaluation of reliability and availability characteristics of two different systems ...
<p> </p><p>This study deals with the reliability and availability characteristics of two different systems,<br>the second system diff...
Existence and uniqueness of solutions of integral equations of hammerstein type...
<p> Let X be a real Banach space, X its conjugate dual space. Let A be a<br>monotone angle-bounded continuous linear mapping of X into X with con...
Floquet theory and applications....
Abstract: Floquet theory is a powerful mathematical tool used to analyze the behavior of periodic systems in various scientific fields, including physics, engi...
Floquet theory and applications....
Floquet theory is a powerful tool in the analysis of periodic dynamical systems. It provides a systematic way to study the behavior of solutions to linear and n...
Floquet theory and applications....
Floquet theory is a powerful mathematical framework used to study the behavior of periodic systems in physics, engineering, and other scientific disciplines. Th...
Open channel flow over a permeable river bed...
<p> </p><p>We have modelled an open channel flow through a porous media (River). In the model, we considered water as an incompressible flu...
Pricing of basket options ...
Abstract: Basket options are financial derivatives that are based on the performance of a portfolio of underlying assets rather than just a single asset. These...
Ratio-type estimators in stratified random sampling using auxiliary attribute ...
<p> </p><p>A problem of the ratio-type estimators in Stratified Sampling is the use of non-attribute auxiliary information. In this study, ...
Sobolev spaces and linear elliptic partial differential equations ...
Sobolev spaces are function spaces equipped with a norm that incorporates information about both the function and its derivatives. These spaces play a fundament...
Solution of generalized equilibrium problems and common fixed point of finite family...
<p> In this thesis, we consider the problem of approximating solution of generalized equilibrium prob-<br>lems and common xed point of nite famil...
Spectral decomposition of compact operators on hilbert spaces...
<p> </p><p>Compact operators are linear operators on Banach spaces that maps bounded set to relatively<br>compact sets. In the case o...
Stability of the damped cubic-quintic duffing oscillator ...
Abstract: The stability analysis of the damped cubic-quintic Duffing oscillator is investigated in this research. The system's dynamics are governed by a nonlin...
Statistical analysis on monthly consumption of water supply (a case study of urban w...
<p> </p><p><em>This project work is basically on the application of time series analysis on the monthly consumption of water and to e...
Statistical analysis on the causes of the falling standard of education (a case stud...
Abstract: The falling standard of education is a significant concern in many academic institutions, including Auchi Polytechnic in Auchi. This study aims to con...
Mathematical modeling and control of a nonisothermal continuous stirred tank reactor...
<p> Mathematical Models describing the variations in the volume of the system, concentration of<br>reactant (s) yet to react, temperature of the ...
Monotone operators and applications...
Monotone operators are fundamental objects in optimization theory and variational analysis. They play a crucial role in solving a wide range of problems in math...
Multivariate approach to time series model identification...
<p> </p><p>This work suggests an exact and systematic model identification approach which is<br>entirely new and addresses most of th...
Noncommutative ergodic theorems on von neumann algebras....
<p> The Research Project Material Guide Comes With An Introduction, Background Of The Study, Statement Of The Problem, The Objective Of The Study, Rese...
On j-fixed points of j-pseudocontractions with applications ...
<p> Let E be a real normed space with dual space E and let A : E ! 2E be any map. Let J : E ! 2E be<br>the normalized duality map on E. A new cla...
Foundation of stochastic modeling and applications...
<p> </p><p>This thesis presents an overview on the theory of stopping times,<br>martingales and Brownian motion which are the foundat...
