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2
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2d quadrature weights for an arbitrary set of nodes

I need to estimate the value of a 2d integral $\int_{y_{min}}^{y_{max}}dy \int_{x_{min}}^{x_{max}} dx \, f(x,y) P(x,y)$ I have the an explicit analytical form for $P(x,y)$. I have samples of the ...
1
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405 views

Area Under Generalized Parabolas and Hyperbolas without Calculus.

This is shorter and more specific version of certain questions about a rather simple quadrature method. The answers I got were great but not what I asked. The terms in the title for $y=x^p$ look ...