Multivariable Taylor series
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03-31-2019, 11:46 PM
Post: #5
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RE: Multivariable Taylor series
So these are the functions I was able to come up with:
Code: maclaurin_mv(expr_rep,vars,order):=(series(expr_rep(vars = (reserved*vars)),reserved = 0,order,polynom))(reserved = 1) The taylor version simply moves the origin of the function to ``center_rep``, expands the maclaurin series and then offsets the function back to its origin. If you have any comments on my solution, like how I could improve it, please do post them. I'm open to criticism. |
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Messages In This Thread |
Multivariable Taylor series - fakuivan - 03-31-2019, 11:01 AM
RE: Multivariable Taylor series - parisse - 03-31-2019, 02:03 PM
RE: Multivariable Taylor series - fakuivan - 03-31-2019, 03:44 PM
RE: Multivariable Taylor series - parisse - 03-31-2019, 06:47 PM
RE: Multivariable Taylor series - fakuivan - 03-31-2019 11:46 PM
RE: Multivariable Taylor series - fakuivan - 04-02-2019, 08:04 PM
RE: Multivariable Taylor series - parisse - 04-03-2019, 06:45 AM
RE: Multivariable Taylor series - parisse - 04-04-2019, 05:55 PM
RE: Multivariable Taylor series - fakuivan - 04-05-2019, 11:09 AM
RE: Multivariable Taylor series - chromos - 04-05-2019, 12:19 PM
RE: Multivariable Taylor series - parisse - 04-06-2019, 05:24 AM
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