An Efficient Jarratt-Type Iterative Method for Solving Nonlinear Global Positioning System Problems

The global positioning system (GPS) is a satellite navigation that determines locations. Whenever the baseline satellites are serviced or deactivated, Space Force often flies more than 24 GPS to maintain coverage. additional not regarded as part of core constellation but may improve performance GPS. In this study models, we solved various problems. We examined each set four separately. Advancements in computer softwares have made computations much precise. can use iterative methods solve Iterative schemes for solving nonlinear equations always been great importance because their applicability real-world This paper involves development an efficient family sixth-order Jarratt-type analyzing systems.