Re: [PD] polynomial pairs in lpc filter

ovani <zepadovani.li...@gmail.com> Cc: "Pd list" <pd-list@lists.iem.at> Betreff: Re: [PD] polynomial pairs in lpc filter Jose... I've stuck my head in the lion's mouth so I may as well go in for one more bite, although I promise you that IOhannes Zmoelnig is a REALLY NICE G

Re: [PD] polynomial pairs in lpc filter

:06 Uhr > Von: "Ed Kelly via Pd-list" <pd-list@lists.iem.at > <mailto:pd-list@lists.iem.at>> > An: padovani <zepadovani.li...@gmail.com <mailto:zepadovani.li...@gmail.com>> > Cc: "Pd list" <pd-list@lists.iem.at <mailto:pd-list@lists.iem.at>

Re: [PD] polynomial pairs in lpc filter

d-list@lists.iem.at> An: padovani <zepadovani.li...@gmail.com> Cc: "Pd list" <pd-list@lists.iem.at> Betreff: Re: [PD] polynomial pairs in lpc filter Jose... I've stuck my head in the lion's mouth so I may as well go in for one more bite, although I promise you that IOhann

Re: [PD] polynomial pairs in lpc filter

you forgot to return your object (x) in mbc_lpc_tilde_new :-)   Christof   Gesendet: Freitag, 11. Mai 2018 um 02:06 Uhr Von: "Ed Kelly via Pd-list" <pd-list@lists.iem.at> An: padovani <zepadovani.li...@gmail.com> Cc: "Pd list" <pd-list@lists.iem.at> Bet

Re: [PD] polynomial pairs in lpc filter

Jose... I've stuck my head in the lion's mouth so I may as well go in for one more bite, although I promise you that IOhannes Zmoelnig is a REALLY NICE GUY. I agree that edkellytista9 is a pretty stupid github name. It was done in a hurry for working on another project, but I'm setting up a

Re: [PD] polynomial pairs in lpc filter

Got late into this discussion, but I'm really interested in this project and would like to help (even if I don't have much experience coding new objects and have been a little busy with my classes at the University). Ed, any further success last weeks? well... also with the house... ;) José H.

Re: [PD] polynomial pairs in lpc filter

On 2018-04-23 00:50, Christof Ressi wrote: >> - please mark all your functions as static. > > except for the setup function, of course. just to prevent a possible source > of further frustration :-). > ouch. thanks for pointing that out! signature.asc Description: OpenPGP digital signature

Re: [PD] polynomial pairs in lpc filter

at Betreff: Re: [PD] polynomial pairs in lpc filter Ouch!   _-_-_-_-_-_-_-^-_-_-_-_-_-_-_ For Lone Shark releases, Pure Data software and published Research, go to http://sharktracks.co.uk      On Friday, 20 April 2018, 22:26:46 GMT+1, IOhannes m zmölnig <zmoel...@iem.at> wrote:     O

Re: [PD] polynomial pairs in lpc filter

Ouch! _-_-_-_-_-_-_-^-_-_-_-_-_-_-_ For Lone Shark releases, Pure Data software and published Research, go to http://sharktracks.co.uk  On Friday, 20 April 2018, 22:26:46 GMT+1, IOhannes m zmölnig wrote: On 04/20/2018 11:06 PM, Ed Kelly via Pd-list wrote: > Code

Re: [PD] polynomial pairs in lpc filter

On 04/20/2018 11:06 PM, Ed Kelly via Pd-list wrote: > Code was shared previously on a github, but here's the offending article, and > the link. > > The botherer is called mbc_lpc~.c > > edkellytista9/LPCToolkitPd you know, "edkellytista9/LPCToolkitPd" can be about everything; why would i have

Re: [PD] polynomial pairs in lpc filter

Code was shared previously on a github, but here's the offending article, and the link. The botherer is called mbc_lpc~.c edkellytista9/LPCToolkitPd | | | | | | | | | | | edkellytista9/LPCToolkitPd LPCToolkitPd - Mark Cartwright's LPC Toolkit for Pure Data | | |

Re: [PD] polynomial pairs in lpc filter

On 04/20/2018 04:38 PM, Ed Kelly via Pd-list wrote: > Apologies - I'm trying to do this while buying a house...I don't know if that > is simple in Austria but it isn't here. good luck. i'm sure it is a hell of stuff to do. > After reading your email I assumed it was something new, but of course

Re: [PD] polynomial pairs in lpc filter

Apologies - I'm trying to do this while buying a house...I don't know if that is simple in Austria but it isn't here. But, I was indeed firing blind myself. I assume you are referring to line 665 to 668 in mbc_lpc~.c:   mbc_lpc_class = class_new(gensym("mbc_lpc~"),   (t_newmethod)lpc_new,  

Re: [PD] polynomial pairs in lpc filter

On 2018-04-20 11:31, Ed Kelly via Pd-list wrote: >> it seems that you are making it deliberately hard to help... :-) > > I am taking a stab at doind things I've never done before, and I'm quite out > of my depth! :~} > >> also, if the *only* external function you are using from m_pd.h is >

Re: [PD] polynomial pairs in lpc filter

> it seems that you are making it deliberately hard to help... :-) I am taking a stab at doind things I've never done before, and I'm quite out of my depth! :~} > also, if the *only* external function you are using from m_pd.h is [i]fft_mayer(), then it is pretty clear that the external cannot

Re: [PD] polynomial pairs in lpc filter

On 2018-04-19 23:11, Ed Kelly via Pd-list wrote: > verbose... > > tried...(all pd search paths)...and failed > tried...(current directory)...and failed it seems that you are making it deliberately hard to help... :-) does Pd find your external? if so, does it print an error message? (raise

Re: [PD] polynomial pairs in lpc filter

verbose... tried...(all pd search paths)...and failed tried...(current directory)...and failed I will probably work it out sooner or later. The only external functions I'm using are fabs() from and fft_mayer/ifft_mayer from m_pd.h Ed _-_-_-_-_-_-_-^-_-_-_-_-_-_-_ For Lone Shark releases,

Re: [PD] polynomial pairs in lpc filter

On 04/19/2018 11:48 AM, Ed Kelly via Pd-list wrote: > I remember trying to get some help with why my ported lpc object wasn't > initalizing properly earlier this week- also silence. that's probably because it was totally unclear (at least to me) what you were asking. if your object cannot load -

Re: [PD] polynomial pairs in lpc filter

Hi Simon, I remember trying to extract such information from pd-list members about 13 years ago...the silence was deafening! I remember trying to get some help with why my ported lpc object wasn't initalizing properly earlier this week- also silence. However, I soldier on regardless. If you

Re: [PD] polynomial pairs in lpc filter

calculate the zeroes (roots) of the polynomial i guess. still hints are very welcome :) > On 18 Apr 2018, at 11:51, Simon Iten wrote: > > hi list, > > this is more of a general DSP question... > > i am working on an LPC playback and mangling system for axoloti. i have