Pages that link to "Item:Q5125092"
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The following pages link to A comprehensive study of the mathematical methods used to approximate the inverse Langevin function (Q5125092):
Displaying 4 items.
- Explicit solution of a Lotka-Sharpe-McKendrick system involving neutral delay differential equations using the \(r\)-Lambert \(W\) function (Q2047840) (← links)
- Fractal equation of motion of a non-Gaussian polymer chain: investigating its dynamic fractal response using an ancient Chinese algorithm. (Q2118787) (← links)
- Taylor expansion of the inverse function with application to the Langevin function (Q5136771) (← links)
- A bond-based peridynamics modeling of polymeric material fracture under finite deformation (Q6171160) (← links)