[Fis] Fwd: Explanation about the publication of works inspired by the 2021 Summit
Karl Javorszky
karl.javorszky at gmail.com
Fri Mar 31 12:30:42 CEST 2023
Dear Marcin,
This abstract has been discussed with and accepted by Mark.
Information and Incongruences
*Abstract.* Two combinatorial functions cross twice in the region
*1..n..140.* Their slight deviations relative to each other is taken as the
skeleton of an elaborate explanation model which assumes the world to be of
a basic duality. The two functions are put into a context of similarity and
diversity. We observe that humans’ neurology splits neuronal impulses based
on the background being similar or diverse. On a similar background, we
perceive ranks and sequences based on diverse properties of objects; on a
background of diversity, we perceive groups of similar objects. The maximal
number of diversity statements about *n* elements of a collection deviates
slightly to the maximal number of similarity statements about the same
assembly. Both upper limits refer in their *f-1 *form to identical *n*,
albeit with a slight mutual dis-calibration, up to *n ~ {136, 137}.*
We introduce a measurement dimension: diversity/similarity. The numeric
facts show that an assembly of *6 * 11 *sequenced objects has ~ *9* times
as much possible spatial variants as an assembly of *66 *objects, which
facts allow for the concept of condensing information.
Cycles that constitute the procedure of a reorder connect the two differing
viewpoints. We introduce and tabulate the most elementary reorders and
their constituent cycles and find geometric representations of different
readings of *a+b=c, *which appear to picture concepts known from genetics
and theoretical physics.
The article is attached.
Is there a homepage to submit a paper?
The approach presented in the paper has been a subject of discussion in FIS
and in IS4SI for some years now. Its core concept is rooted in a detailed
reading of the logical sentence a+b=c. We perform a form of conjugation /
declination on this sentence by using the first few natural numbers as
arguments of a,b. The resulting model is extremely robust and appears to
depict in geometrical terms concepts known from the applied sciences. The
family of algorithms presented deals with a-priori existing logical
relations among a-priori existing symbols. After the initial reluctance is
overcome, the researcher has a tool at his disposal, the practicality of
which is predictably comparable to that of trigonometry. There is no reason
to exclude this publication from the volume conceptualised, as the idea has
been with the partaking persons and institutions for decades.
Looking forward your answer:
Karl
Am Fr., 31. März 2023 um 12:25 Uhr schrieb Karl Javorszky <
karl.javorszky en gmail.com>:
> Dear Marcin,
>
> This abstract has been discussed with and accepted by Mark.
>
> Information and Incongruences
>
> *Abstract.* Two combinatorial functions cross twice in the region
> *1..n..140.* Their slight deviations relative to each other is taken as
> the skeleton of an elaborate explanation model which assumes the world to
> be of a basic duality. The two functions are put into a context of
> similarity and diversity. We observe that humans’ neurology splits neuronal
> impulses based on the background being similar or diverse. On a similar
> background, we perceive ranks and sequences based on diverse properties of
> objects; on a background of diversity, we perceive groups of similar
> objects. The maximal number of diversity statements about *n* elements of
> a collection deviates slightly to the maximal number of similarity
> statements about the same assembly. Both upper limits refer in their *f-1
> *form to identical *n*, albeit with a slight mutual dis-calibration, up
> to *n ~ {136, 137}.*
>
> We introduce a measurement dimension: diversity/similarity. The numeric
> facts show that an assembly of *6 * 11 *sequenced objects has ~ *9* times
> as much possible spatial variants as an assembly of *66 *objects, which
> facts allow for the concept of condensing information.
>
> Cycles that constitute the procedure of a reorder connect the two
> differing viewpoints. We introduce and tabulate the most elementary
> reorders and their constituent cycles and find geometric representations of
> different readings of *a+b=c, *which appear to picture concepts known
> from genetics and theoretical physics.
>
>
> The article is attached.
>
>
> Is there a homepage to submit a paper?
>
>
> The approach presented in the paper has been a subject of discussion in
> FIS and in IS4SI for some years now. Its core concept is rooted in a
> detailed reading of the logical sentence a+b=c. We perform a form of
> conjugation / declination on this sentence by using the first few natural
> numbers as arguments of a,b. The resulting model is extremely robust and
> appears to depict in geometrical terms concepts known from the applied
> sciences. The family of algorithms presented deals with a-priori existing
> logical relations among a-priori existing symbols. After the initial
> reluctance is overcome, the researcher has a tool at his disposal, the
> practicality of which is predictably comparable to that of trigonometry.
> There is no reason to exclude this publication from the volume
> conceptualised, as the idea has been with the partaking persons and
> institutions for decades.
>
>
> Looking forward your answer:
>
> Karl
>
>
>
>
> Am Di., 28. März 2023 um 14:11 Uhr schrieb Marcin SCHROEDER <
> mjs en gl.aiu.ac.jp>:
>
>> Dear Marcus,
>> I did not receive your abstract or notice of intention to contribute to
>> the two volumes of works inspired by the IS4SI Summit. Most likely you sent
>> them to Mark. As I wrote before, all submissions of abstracts sent to Mark
>> without cc: to me were lost. The extended deadline is an opportunity to
>> submit the work again. We request everyone to send a confirmation by the
>> end of March of the intention to submit the work by the end of April.
>> Regards,
>> Marcin
>>
>>
>>
>> Marcin J. Schroeder, Ph.D.
>> Specially Appointed Professor
>>
>> Global Learning Center
>>
>> IEHE (Institute for Excellence in Higher Education) (高度教養教育・学生支援機構)
>>
>> Tohoku University (東北大学)
>>
>>
>> <https://urldefense.com/v3/__https://www.bing.com/search?q=philosophies*mdpi&form=EDGSPH&mkt=en-us&httpsmsn=1&msnews=1&plvar=0&refig=b9ed598367f44bce8af0a68f11994568&PC=HCTS&sp=-1&pq=philosophies*mdpi&sc=0-17&qs=n&sk=&cvid=b9ed598367f44bce8af0a68f11994568*__;Kysj!!D9dNQwwGXtA!QLb0PY069qkNwsI3VgH1NRjRG8PSGWGw0vOc-hDsKWccCxSOscQJCqbxTTLKwM5UGYStN-diC4xYBs1msg$>
>> 41 Kawauchi, Aoba-ku, Sendai 980-8576 JAPAN (〒980-8576
>> 仙台市青葉区川内41)
>> schroeder.marcin.e4 en tohoku.ac.jp
>>
>> Professor Emeritus
>> Akita International University, Akita Japan
>> mjs en gl.aiu.ac.jp <mjs en aiu.ac.jp>
>>
>>
>> Editor-in-Chief
>>
>> *Philosophies * (MDPI Basel Switzerland)
>>
>> https://urldefense.com/v3/__https://www.mdpi.com/journal/philosophies__;!!D9dNQwwGXtA!RFspyQuxGVRsGD6c33LX83Q_4-WASXaDy28__YI4dP462vacDqoL-frD0yNLI0IHpI0gl5ogEH5nBiqpyz1KyZbPU7Y$
>> <https://urldefense.com/v3/__https://www.mdpi.com/journal/philosophies__;!!D9dNQwwGXtA!QLb0PY069qkNwsI3VgH1NRjRG8PSGWGw0vOc-hDsKWccCxSOscQJCqbxTTLKwM5UGYStN-diC4wa8FPkvQ$>
>>
>>
>>
>>
>>
>>
>> On Tue, Mar 28, 2023 at 7:59 PM Marcus Abundis <55mrcs en gmail.com> wrote:
>>
>>> Dear Marcin – thanks for your note . . . I re-read your MS Word
>>> document, and unfortunately I feel my question about the abstract I
>>> submitted (twice) earlier remains unanswered. Was my abstract used
>>> somewhere else, discarded, or was it to be used in THIS expected
>>> publication? I still have no idea. Of course, if my abstract was discarded
>>> (without notice) there is no need to submit a paper.
>>>
>>> Also, you did not answer Karl's question about 'What is already planned
>>> to be included?', which would also answer my question.
>>>
>>> Lastly, it seems Wolfgang's IS4SI email address is no longer used
>>> (undeliverable address), so I am unsure of his current email address (none
>>> is given in the MS Word doc.)
>>>
>>> Thanks,
>>> Marcus
>>>
>> _______________________________________________
>> Fis mailing list
>> Fis en listas.unizar.es
>> http://listas.unizar.es/cgi-bin/mailman/listinfo/fis
>> ----------
>> INFORMACIÓN SOBRE PROTECCIÓN DE DATOS DE CARÁCTER PERSONAL
>>
>> Ud. recibe este correo por pertenecer a una lista de correo gestionada
>> por la Universidad de Zaragoza.
>> Puede encontrar toda la información sobre como tratamos sus datos en el
>> siguiente enlace:
>> https://sicuz.unizar.es/informacion-sobre-proteccion-de-datos-de-caracter-personal-en-listas
>> Recuerde que si está suscrito a una lista voluntaria Ud. puede darse de
>> baja desde la propia aplicación en el momento en que lo desee.
>> http://listas.unizar.es
>> ----------
>>
>
------------ pr�xima parte ------------
Se ha borrado un adjunto en formato HTML...
URL: <http://listas.unizar.es/pipermail/fis/attachments/20230331/4d2dec7b/attachment-0001.html>
More information about the Fis
mailing list