The polynomial part and the Lagrange remainder of a Taylor expansion.
TaylorResult
01 Syntax
Microsoft.VisualBasic.Math.Lambda.Symbolic.TaylorResult
02 Fields
| Name | Overloads | Summary |
|---|---|---|
| polynomial | 2 | The truncated Taylor polynomial (degree <= order). |
| remainder | 2 | The Lagrange remainder R_n = f^(n+1)(xi)/(n+1)! * (x-a)^(n+1). |
03 Members
polynomial
The truncated Taylor polynomial (degree <= order).
remainder
The Lagrange remainder R_n = f^(n+1)(xi)/(n+1)! * (x-a)^(n+1).
polynomial
remainder