Re: Plouffe's inverter : New program, version of sept. 18 2004

From: Alec Mihailovs (alec_at_mihailovs.com)
Date: 09/19/04 

Date: Sun, 19 Sep 2004 18:14:59 GMT

"Rouben Rostamian" <rouben@pc18.math.umbc.edu> wrote in message
news:cikfvu$s64$1@pc18.math.umbc.edu...
>
> Does it? I am puzzled why I cannot see it.
>
> Did you learn about this from reading the OP's announcement?
>
> You must have a greater ability than I in reading what is
> not written.

Well, just a few citations from the announcement,

# pidev expands the input x into 17 different development like the
continued fractions, binary expansion,
# Fibonacci representation and tries to find rational polynomial
representation of x.

# pilll(X); precision has to be from 24 to 110 digits,
will try if the number
# X is a linear combination of known
constants like Pi, gamma, sqrt(2).
# There are 127 tables of constants within
the program.

# pialg(X); Minimal precision is preferably 24 digits.
This routine will try
# to find if X is the root of a polynomial
equation of up to [sqrt(Digits)].
# For example with 64 digits will test if X
is a root of a 8'th degree pol.

Alec

Relevant Pages

  • Re: Plouffes inverter : New program, version of sept. 18 2004
    ... "Rouben Rostamian" wrote in message ... > Did you learn about this from reading the OP's announcement? ... continued fractions, binary expansion, ... # Fibonacci representation and tries to find rational polynomial ...
    (sci.math.symbolic)
  • Re: Plouffes inverter : New program, version of sept. 18 2004
    ... >> Did you learn about this from reading the OP's announcement? ... ># pidev expands the input x into 17 different development like the ... ># Fibonacci representation and tries to find rational polynomial ... Thanks for pointing out the key information. ...
    (sci.math.symbolic)
  • Re: Plouffes inverter : New program, version of sept. 18 2004
    ... >> Did you learn about this from reading the OP's announcement? ... ># pidev expands the input x into 17 different development like the ... ># Fibonacci representation and tries to find rational polynomial ... Thanks for pointing out the key information. ...
    (sci.math)