Rule: Q[1, 60]

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.

• $P_1$:
  $t$
• $P_2$:
  $t^{61}-1830\cdot t^{59}+1565565\cdot t^{57}-832880580\cdot t^{55}+309206915325\cdot t^{53}-85217425863570\cdot t^{51}+18108702996008625\cdot t^{49}-3042262103329449000\cdot t^{47}+411085666712391796125\cdot t^{45}-45219423338363097573750\cdot t^{43}+4083313927454187710909625\cdot t^{41}-304392492773857629358717500\cdot t^{39}+18796236428785708612900805625\cdot t^{37}-962945650890098610476302811250\cdot t^{35}+40925190162829190945242869478125\cdot t^{33}-1440566693731587521272549005630000\cdot t^{31}+41866469536574262336983455476121875\cdot t^{29}-999869801873479441695016642547381250\cdot t^{27}+19497461136532849113052824529673934375\cdot t^{25}-307854649524202880732413018889588437500\cdot t^{23}+3894361316481166441265024688953293734375\cdot t^{21}-38943613164811664412650246889532937343750\cdot t^{19}+302698084144672482480145100823187831171875\cdot t^{17}-1789866932333715548578249291824067175625000\cdot t^{15}+7830667828960005525029840651730293893359375\cdot t^{13}-24431683626355217238093102833398516947281250\cdot t^{11}+51682407671136036465196948301419939696171875\cdot t^9-68909876894848048620262597735226586261562500\cdot t^7+51682407671136036465196948301419939696171875\cdot t^5-17821519886598633263861016655662048171093750\cdot t^3+1782151988659863326386101665566204817109375\cdot t$

Node locations in the complex plane

Magnitude of the Weights

Quadrature Rule Data

Nodes

Weights

Download

All rules of Hermite (probabilists') type can be downloaded here packed into a single file.