y=[10.6,16.0,45.0,83.5,52.8,19.9,10.8,8.25,4.7] s=[9.34,17.9,41.5,85.5,51.5,21.5,10.8,6.29,4.14] ...
Solving a coupled ODE using Multivariate Newton Raphson Method. $\ \dfrac{dy_{1}}{dt}= -0.04y_{1} + 10^4y_{2}y_{3} $ $\ \dfrac{dy_{2}}{dt} = 0.04y_{1} - 10^4y_{2}y_{3 ...
Abstract: A multi strategy improved Newton- Raphson-Based Optimizer (NRBO) is proposed to address the problem of slow convergence speed in the later stage of algorithm iteration and difficulty in ...
Introduction: In dynamic PET analysis, the time-activity curves (TACs) observed in each tissue exhibit delays that deviate from the expected arterial input. Particularly in the context of Total-body ...
Minimax control chart uses the joint probability distribution of the maximum and minimum standardized sample means to obtain the control limits for monitoring purpose. However, the derivation of the ...
Abstract: In this letter, a compressed Newton-Raphson (CNR) method is presented to achieve a high efficient and fast convergent result of power flow analysis of general DC traction network (DCTN). Due ...
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