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Re: octave and delay ode's
From: |
Carlo de Falco |
Subject: |
Re: octave and delay ode's |
Date: |
Thu, 5 Nov 2009 14:38:55 +0100 |
Thomas,
On 2 Nov 2009, at 20:26, Thomas Treichl wrote:
Because there is an "ode" in the subject of the email, yes, but I
also must say that I currently don't have the time to dig into this
problem and can only provide a short answer: if the above equations
form the DDE problem then Carlo's implementation does make more
sense to me.
Thanks for your answer, I was not 100% sure I was doing things
correctly as
it seems to me that the case of mutiple delays is not fully clear from
the documentation (I looked at the implementation to find out the
meaning of LAGS).
So if you believe my interpretation was correct, would you mind if I
commit the patch below to improve the documentation of the DDE
functions?
Best regards
Thomas
c.
patch.txt
Description: Text document
- octave and delay ode's, franco basaglia, 2009/11/01
- Re: octave and delay ode's, Carlo de Falco, 2009/11/01
- Re: octave and delay ode's, Thomas Treichl, 2009/11/02
- Re: octave and delay ode's,
Carlo de Falco <=
- Re: octave and delay ode's, Thomas Treichl, 2009/11/05
- Re: octave and delay ode's, Carlo de Falco, 2009/11/05
- Re: octave and delay ode's, franco basaglia, 2009/11/07
- Re: octave and delay ode's, Carlo de Falco, 2009/11/07
- Re: octave and delay ode's, Carlo de Falco, 2009/11/07
- Re: octave and delay ode's, franco basaglia, 2009/11/13
Re: octave and delay ode's, franco basaglia, 2009/11/03