Pages that link to "Item:Q2296572"

The following pages link to PSEM approximations for both branches of Lambert \(W\) function with applications (Q2296572):

Displaying 8 items.

• New approximations to the principal real-valued branch of the Lambert \(W\)-function (Q1693589) (← links)
• Explicit solution of a Lotka-Sharpe-McKendrick system involving neutral delay differential equations using the \(r\)-Lambert \(W\) function (Q2047840) (← links)
• Guaranteed- and high-precision evaluation of the Lambert \(\mathrm{W}\) function (Q2161899) (← links)
• Solutions of neutral delay differential equations using a generalized Lambert \(W\) function (Q2185439) (← links)
• Exploring the novel continuum-cancellation Leal-method for the approximate solution of nonlinear differential equations (Q2188001) (← links)
• New handy and accurate approximation for the Gaussian integrals with applications to science and engineering (Q2189208) (← links)
• A novel version of HPM coupled with the PSEM method for solving the Blasius problem (Q2232680) (← links)
• Bipolar transistor circuit analysis using the Lambert \(W\)-function (Q2724319) (← links)