Rule: Q[1, 34]

Type

Polynomials

One starts from the polynomial $P_1$ and extends one by one with $P_{\mathrm{i}}$ until the final polynomial defining this rule is reached.
Note: Polynomials might be truncated due to size! The complete polynomials are included in the download.

• $P_1$:
  $t$
• $P_2$:
  $t^{35}-\frac{35}{4}\cdot t^{33}+35\cdot t^{31}-\frac{5425}{64}\cdot t^{29}+\frac{35525}{256}\cdot t^{27}-\frac{166257}{1024}\cdot t^{25}+\frac{143325}{1024}\cdot t^{23}-\frac{740025}{8192}\cdot t^{21}+\frac{2877875}{65536}\cdot t^{19}-\frac{4206125}{262144}\cdot t^{17}+\frac{572033}{131072}\cdot t^{15}-\frac{1820105}{2097152}\cdot t^{13}+\frac{1028755}{8388608}\cdot t^{11}-\frac{395675}{33554432}\cdot t^9+\frac{24225}{33554432}\cdot t^7-\frac{6783}{268435456}\cdot t^5+\frac{1785}{4294967296}\cdot t^3-\frac{35}{17179869184}\cdot t$

Node locations in the complex plane

Magnitude of the Weights

Quadrature Rule Data

Nodes

Weights

Download

All rules of Chebyshev T (first kind) type can be downloaded here packed into a single file.