Questions tagged [function-approximation]

A function that implements an approximation solution for a problem. In general, the function approximation problem asks us to select a function among a well-defined class that closely matches ("approximates") a target function in a task-specific way

In computer science, they are many times that we can not compute something with full accuracy, because it's infinite. For example, in order to compute the value of cosine(π), we perform some approximation.

The function that would perform the computation of cosine(π) approximately is a function that uses approximation.

This tag should be used for problems that have to do with functions that implement an approximation solution for a problem.

Sometimes, these functions receive an ε parameter, which controls the approximation. Usually, ε, is called an approximation factor.

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Weird results in approximation of a function with neural networks

I am trying to approximate a function (the right hand side of a differential equation) of the form ddx=F(x,dx,u) (where x,dx,u are scalars and u is constant) with an RBF neural network. I have the function F as a black box (I can feed it with…
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error bound in function approximation algorithm

Suppose we have the set of floating point number with "m" bit mantissa and "e" bits for exponent. Suppose more over we want to approximate a function "f". From the theory we know that usually a "range reduced function" is used and then from such…
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fit hyperbola from data points

I have experimental data points (x1, x2, ..., xn), (y1, y2, ..., yn) of turbocharger pressure map and want to get trendline equation. In result of my research it's something like: y = (ax^5 + bx^4 + cx^3 + dx^2 + ex + f)/(x+g) # my equation Tell…
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estimate angle between two lines y = 1000x and y = 999x

How to estimate the angle between line y = 1000 x and y = 999 x? I use the calculator and get 10^(-6) but how to approximate it by hand. Does it relate to Taylor Expansion?
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