- From: Paola Di Maio <paola.dimaio@gmail.com>
- Date: Sun, 28 Jun 2020 07:41:49 +0800
- To: ontolog-forum <ontolog-forum@googlegroups.com>
- Cc: W3C AIKR CG <public-aikr@w3.org>
- Message-ID: <CAMXe=Srt_tJYLiV6UEqGHuWhWXCnhGWz1XSkxHwB=3FH1hthRA@mail.gmail.com>
Thank you Michael will make my life so much simpler, but I ll need a lot more space On Sun, Jun 28, 2020 at 7:32 AM Michael Denny <regattago@gmail.com> wrote: > When you diagram a sentence you get a tree so I suppose as long as an > equation can be expressed in a sentence it also resides as a tree. > > > > *From:* ontolog-forum@googlegroups.com [mailto: > ontolog-forum@googlegroups.com] *On Behalf Of *Paola Di Maio > *Sent:* Saturday, June 27, 2020 7:25 PM > *To:* ontolog-forum > *Cc:* W3C AIKR CG > *Subject:* Re: [ontolog-forum] symbolic equation? > > > > Thank you Alex > > as per my reply to John- it looks like the paper you point to also uses > symbolic as in alphanumeric > > algebra > > (the question originated from a symbolic KR point of view which is > something else entirely, I now start thinking the use of the term symbolic > should be better disambiguated) symbolic AI/KR is not related to > > algebraic notation, afaik > > > > anyway, I love the representation of equations as trees. I need to try > that out, maybe write an exercise book to transform equations into trees, > and vice versa, But from my guess. not every equation can be translated to > a tree, what do you think? > > > > It will take also an awful lot of space. I still like trees much more than > I like equations > > > > PDM > > > > On Sun, Jun 28, 2020 at 12:32 AM Alex Shkotin <alex.shkotin@gmail.com> > wrote: > > I got it > https://groups.google.com/d/msg/ontolog-forum/MuVb2mRSACc/E2oX4krcAAAJ > > > > сб, 27 июн. 2020 г. в 15:23, Paola Di Maio <paola.dimaio@gmail.com>: > > Yes I think I am seeing that > > Please share exciting examples > > > > On Sat, Jun 27, 2020 at 8:16 PM Alex Shkotin <alex.shkotin@gmail.com> > wrote: > > Paola, > > > > I absolutely agree with your intention and my way would be to get from the > authors definitions for both:-) > > But I am in the position that most important and even terrific is that > they begin to train ANN with symbolic input and/or output, getting exciting > results. > > > > сб, 27 июн. 2020 г. в 14:50, Paola Di Maio <paola.dimaio@gmail.com>: > > James > > good read, thanks for sharing > > well, I am familiar with equations in algebra, but did not know the other > meanings, so I definitely learn something :-) > > Alex: I am only concerned with ambiguity/misuse/undefined/misleading > terminology > > In KR, afaik, symbolic representation does not include algebra, but some > scholars include in symbolic representation some types of logical notation > or techniques such as baesyan inference which uses algebraic notation. > Would his symbolic equation mean this is symbolic representation (in which > case I would disagree/not be sure/have to look further into it) would this > symbolic equation mean something else, > > in a mathematical sense (this is why I asked) if so why does it not > exist in the encyclopedia of mathematics which is what I look up from time > to time as a reference > > If its just used as a colloqualism to mean symbolic expression then note > that even that does not exist > > as a term itself,(many forms of expression in algebra but symbolic > expression is not a formal definition according to the encyclopedia) I am > being pedantic only because I d like to understand what people are talking > about with these equations > > > https://encyclopediaofmath.org/index.php?search=%22+expression%22&title=Special%3ASearch&profile=default&fulltext=1 > > > > > On Sat, Jun 27, 2020 at 6:51 PM 'James Davenport' via ontolog-forum < > ontolog-forum@googlegroups.com> wrote: > > There is also significant ambiguity over the meaning of the word > ‘equation’: see > > Marcus,S. & Watt,S.M., > > What is an Equation?. > > Proc. SYNASC 2012, IEEE Press, 2012, pp. 23-29, > > http://www.csd.uwo.ca/~watt/pub/reprints/2012-synasc-equations.pdf > > > > *From:* ontolog-forum@googlegroups.com <ontolog-forum@googlegroups.com> *On > Behalf Of *Alex Shkotin > *Sent:* 27 June 2020 11:09 > *To:* ontolog-forum <ontolog-forum@googlegroups.com> > *Cc:* W3C AIKR CG <public-aikr@w3.org> > *Subject:* Re: [ontolog-forum] symbolic equation? > > > > *CAUTION: * This email came from outside of the University. To keep your > account safe, only click on links and open attachments if you know the > person who sent the email, or you expected to receive this communication. > > > > By the way in the paper itself there is no term "symbolic equation" the > most used is "symbolic expression". > > > > сб, 27 июн. 2020 г. в 12:05, Paola Di Maio <paola.dimaio@gmail.com>: > > yes, I could not find any reference in the history of maths to symbolic > equations > > as constructs > > > > > > On Sat, Jun 27, 2020 at 4:53 PM Alex Shkotin <alex.shkotin@gmail.com> > wrote: > > Paola, > > > > Are you asking specifically about this particular symbolic equation? > > [image: image.png] > > > > Alex > > > > сб, 27 июн. 2020 г. в 02:41, Paola Di Maio <paola.dimaio@gmail.com>: > > I am not sure I understand the construct *symbolic equation *in this > slide > > anyone could like to comment/explain? > > https://twitter.com/ykilcher/status/1276158135258972161/photo/1 > 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Received on Saturday, 27 June 2020 23:42:41 UTC