It is proposed to establish a ranking method for fuzzy numbers using α –cuts. It is also proposed to utilize this thinking to find the critical path in a project network. It also planned to extend the ranking procedure ...

Finding critical path in project network with the uncertain data is being researched using different approaches. In this project it is proposed to introduce the concept of exponential intuitionisticfuzzy number as well ...

This study is carried out using the HEC-ResSim model to simulate the operation of Karadobi reservoir and analyze the modifications in the flow pattern, power generation and sediment transportation ...

Traffic congestion has a significant impact on economic activity throughout much of the world. In our country there is a higher density of population and activities require more efficient infrastructure development. But ...

The Fourier integral theorem is a generalization of the Fourier series expansion. In this thesis, we solved one dimensional heat equation by using Fourier transform, Fourier sine The Fourier integral theorem is a ...

Malaria is an infectious disease caused by the Plasmodium parasite and transmitted between humans through bites of female anopheles mosquito. In this thesis, we present an ordinary differential equation mathematical model ...

the researcher compere the accuracy of different methods, such as the Improved Euler, Runge-Kutta order four and Rung-Kutta Fehlberg methods with initial value problems the results obtained from MATLAB and compare by ...

In this research work, we proposed and analyzed a mathematical model to study the dynamics of a fishery resource system in an aquatic environment that consists of two zones: a free fishing zone and a reserve zone where ...

We have considered Bianchi type –V space time in the presence of massive scalar field in the frame work of Einstein’s theory. We have derived Einstein’s field equations in the presence of scalar field coupled with ...