Type | \(\gamma _{n}\) | \(\lambda _{n}\) | \(\eta _{n}\) |
---|---|---|---|
A1 | \(\frac{L_{0}}{10}\) | \(\frac{L_{1}}{10}\) | \(\frac{L_{2}}{10}\) |
A2 | \(L_{0}-\frac{L_{0}}{10}\) | \(L_{1}-\frac{L_{1}}{10}\) | \(L_{2}-\frac{L_{2}}{10}\) |
A3 | \(L_{0}\) | \(L_{1}\) | \(L_{2}\) |
A4 | \(L_{0}+\frac{L_{0}}{10}\) | \(L_{1}+\frac{L_{1}}{10}\) | \(L_{2}+\frac{L_{2}}{10}\) |
A5 | \(2L_{0}-\frac{L_{0}}{10}\) | \(2L_{1}-\frac{L_{1}}{10}\) | \(2L_{2}-\frac{L_{2}}{10}\) |
A6 | − | \(2L_{1}\) | \(2L_{2}\) |
B1 | \(\frac{L_{0} n}{n+1}\) | \(\frac{L_{1} n}{n+1}\) | \(\frac{L_{2} n}{n+1}\) |
B2 | \(\frac{L_{0} (n+2)}{n+1}\) | \(\frac{L_{1} (n+2)}{n+1}\) | \(\frac{L_{2} (n+2)}{n+1}\) |
B3 | − | \(\frac{2L_{1} n}{n+1}\) | \(\frac{2L_{2} n}{n+1}\) |
C1 | \(L_{0}+\frac{(-1)^{n} L_{0}}{n+1}\) | \(L_{1}+\frac{(-1)^{n} L_{1}}{n+1}\) | \(L_{2}+\frac{(-1)^{n} L_{2}}{n+1}\) |
C2 | \(L_{0}+\frac{(-1)^{n+1} L_{0}}{n+1}\) | \(L_{1}+\frac{(-1)^{n+1} L_{1}}{n+1}\) | \(L_{2}+\frac{(-1)^{n+1} L_{2}}{n+1}\) |