Visual basic algorithm for computing hermite polynomials

Thread starter trendzlife
Start date Sep 14, 2011
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Algorithm Computing Hermite polynomials Polynomials Visual

In summary, a visual basic algorithm for computing hermite polynomials is a set of instructions that a computer program follows to calculate these mathematical functions. The algorithm works by using a recursive formula, and has the benefits of efficiency and accuracy when compared to manual calculation. However, it has limitations such as only being able to calculate integer values of n and requiring significant memory for larger values. It can be used in various applications, and can be modified to suit specific needs.

Sep 14, 2011

trendzlife

Please I need Visual Basic algorithm for computing Hermite polynomials.
Any one with useful info? Thanks.

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Sep 14, 2011

hotvette

Homework Helper

Try ALGLIB:

http://www.alglib.net/specialfunctions/polynomials/hermite.php

1. What is a visual basic algorithm for computing hermite polynomials?

A visual basic algorithm for computing hermite polynomials is a set of instructions or steps that a computer program follows in order to calculate the values of hermite polynomials. These polynomials are a type of mathematical function commonly used in physics and engineering to model oscillatory systems.

2. How does the visual basic algorithm for computing hermite polynomials work?

The algorithm works by using a recursive formula to generate the values of hermite polynomials. It starts with the base cases of H0(x) = 1 and H1(x) = 2x, and then uses the formula Hn(x) = 2xHn-1(x) - 2(n-1)Hn-2(x) for all values of n greater than 1. This process continues until the desired value of n is reached.

3. What are the benefits of using a visual basic algorithm for computing hermite polynomials?

Using a visual basic algorithm for computing hermite polynomials allows for efficient and accurate calculation of these polynomials, which can be time-consuming and prone to error if done manually. It can also be easily implemented in computer programs for use in various applications.

4. Are there any limitations to the visual basic algorithm for computing hermite polynomials?

One limitation of this algorithm is that it can only be used to calculate hermite polynomials of integer values of n. It also requires a significant amount of memory for larger values of n, which can slow down the calculation process.

5. How can I use the visual basic algorithm for computing hermite polynomials in my own work?

If you are working on a project that involves hermite polynomials, you can use the visual basic algorithm to calculate the values of these polynomials. You can also modify the algorithm to suit your specific needs, such as using a different base case or expanding it to handle non-integer values of n.