Pages that link to "Item:Q2161899"
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The following pages link to Guaranteed- and high-precision evaluation of the Lambert \(\mathrm{W}\) function (Q2161899):
Displaying 12 items.
- The Lambert W-functions and some of their integrals: A case study of high-precision computation (Q535247) (← links)
- \(W\) solutions of the CW equation for flow friction (Q540296) (← links)
- New approximations to the principal real-valued branch of the Lambert \(W\)-function (Q1693589) (← links)
- Branch structure and implementation of Lambert \(W\) (Q1701648) (← links)
- Global approximations to the principal real-valued branch of the Lambert \(W\)-function (Q1808573) (← links)
- Precise and fast computation of Lambert \(W\)-functions without transcendental function evaluations (Q1936138) (← links)
- Computing the Lambert \(W\) function in arbitrary-precision complex interval arithmetic (Q2287862) (← links)
- PSEM approximations for both branches of Lambert \(W\) function with applications (Q2296572) (← links)
- Numerical and symbolic computation of the Lambert W function in C <sup>nxn</sup> (Q5176475) (← links)
- The error term in the truncated Perron formula for the logarithm of an <i>L</i>-function (Q6060863) (← links)
- Properties of a linear operator involving Lambert series and Rabotnov function (Q6557164) (← links)
- The golden ratio, factorials, and the Lambert \(W\) function (Q6566535) (← links)