With an ambitious increase in the number of Internet of Things (IoT) terminals, IoT networks face a huge challenge which is providing diverse and complex network services with different requirements ...

To solve the time-variant Sylvester equation, in 2013, Li et al. proposed the zeroing neural network with sign-bi-power function (ZNN-SBPF) model via constructing a nonlinear activation function. In ...

This research aims to develop high-performance and low-carbon composites using biobased poly (butylene succinate) (PBS) reinforced with well-aligned pineapple leaf fibers (PALF). PBS/PALF composites ...

Fractional differential equations have profound physical background and rich theory, and are particularly noticeable in recent years. They are equations containing fractional derivative or fractional ...

interpolation partial-differential-equations ordinary-differential-equations linear-equations numerical-methods numerical-integration numerical-differentiation algebraic-equations non-linear-equation ...

For these cases a simulation analysis using full 3D technology is required. By matching Equations 11 and 12 the variation of the viscosity (η, Pa.s) as a function of the shearing rate (γ, s 1), ...

FUNCTIONAL EQUATIONS AND THETA-FUNCTIONS—INote: The article usage is presented with a three- to four-day delay and will update daily once available. Due to ths delay, usage data will not appear ...

Features Multiple numerical methods: Supports bisection method, Newton's method, secant method Aberth iteration method: Specifically designed for solving all roots of polynomial equations Complex root ...