Shammas Polynomials, Pade-Shammas Polynomials, Fourier-Shammas Series
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09-05-2020, 01:39 PM
Post: #1
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Shammas Polynomials, Pade-Shammas Polynomials, Fourier-Shammas Series
Hi All,
In the HHC2008 I introduced the Shammas Polynomials as ones that have non-integer powers. I used my last name to avoid conflict with other mathematicians who may use the same general name. I posted two articles on my web site. The first one shows how Shammas Polynomials approximate various common functions as well as some special functions. The second article shows how ordinary Pade polynomials approximate common functions. I am working on other articles like: 1.Pade-Shammas Polynomials that incorporate using Shammas Polynomials in Pade polynomial approximations. 2. the Fourier-Shammas series where I use sequences similar to those in the Shammas Polynomials to create sine and cosine series used to fit common functions. Click here to access the web page that has these articles.. It's a work in progress and I will add more articles in the next months. |
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Messages In This Thread |
Shammas Polynomials, Pade-Shammas Polynomials, Fourier-Shammas Series - Namir - 09-05-2020 01:39 PM
RE: Shammas Polynomials, Pade-Shammas Polynomials, Fourier-Shammas Series - pinkman - 09-05-2020, 04:18 PM
RE: Shammas Polynomials, Pade-Shammas Polynomials, Fourier-Shammas Series - Namir - 09-05-2020, 05:41 PM
RE: Shammas Polynomials, Pade-Shammas Polynomials, Fourier-Shammas Series - Albert Chan - 09-05-2020, 08:28 PM
RE: Shammas Polynomials, Pade-Shammas Polynomials, Fourier-Shammas Series - Namir - 09-06-2020, 03:05 AM
RE: Shammas Polynomials, Pade-Shammas Polynomials, Fourier-Shammas Series - pinkman - 09-06-2020, 02:20 PM
RE: Shammas Polynomials, Pade-Shammas Polynomials, Fourier-Shammas Series - Albert Chan - 09-06-2020, 05:10 PM
RE: Shammas Polynomials, Pade-Shammas Polynomials, Fourier-Shammas Series - pinkman - 09-06-2020, 06:12 PM
RE: Shammas Polynomials, Pade-Shammas Polynomials, Fourier-Shammas Series - Namir - 09-06-2020, 06:37 PM
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