[Fis] Cycles: Adventures in Sorting & Sequencing

Sat Jun 22 00:21:42 CEST 2024

Hi Kate,

Thank you for breaking the ice.

The words Cohort 16 refer to the cohort of values a, b that has a, b both
having values 1.. 16. Cohort 3 is {(1,1),(1,2),(1,3),(2,2),(2,3),(3,3)}.
Cohort 4 is {(1,1),(1,2),(1,3),(1,4),(2,2),(2,3),(2,4),(3,3),(3,4),(4,4)}.
Generally, Cohort X has x(x+1)/2 members. Cohort 16 is the collection of
pairs of values a, b with a, b <= 16, a <= b. C16 has 136 members.

I have not heard of a computer getting hallucinations. If the programmer
had written spaghetti, then the program would be never ending.

The program to recognize cycles in a collection does end.

Apropos, would you be so kind to send the original data? It would be
helpful to be sure you are recognizing the same cycles as a computer. As
you have 12 books, each having an author named (A, B, C,..., L) and a title
(1,2,3,....,12) their sequence when ordered on titles can be represented by
the sequence of letters A.. L.
In a random experiment with 3 books {a3, b1, c2} the description to be
transmitted is BCA.
In a random experiment with 5 books {a3, b5, c2, d1, e4} the description to
be transmitted is DCAEB.

Please resend your entry, we shall do the cycles together. You help those
among the learned friends who are less ready to confront their inhibitions.

Ps: the task is to recognize cycles that are there, not to look cycles into
an assembly which has no cycles.

Congratulations on your being the least catatonic among the learned
friends.

Karl

Katherine Peil Kauffman <ktpeil at outlook.com> schrieb am Fr., 21. Juni 2024,
22:55:

> Hi Karl,
> Perhaps you give me too much credit when you call me an adept at the book
> sorting experiment. But I will take the complement because I know you
> respect the time and effort I’ve put into my studies.
> Here are my entries for your records: 1) Kung Fu Kate; 2) June 21, 2020;
> 3) Cycles 10; 4) Lengths: 7,1,7,1,8,5,4,3,3,2. I think I get it, because
> there is something akin to a phase transition at Cycle 6 as the ratio of
> “open possibilities” gives way to the limits of “actual taken spots” as the
> sorting process culminates. The expectations are forced to change along
> with the probabilities.  But I’m still confused by what “Cohort 16” might
> be in your official definition of information.
> Please feel free to set me straighten me out, if I’m engaging in
> apophenia. It happens. There’s precedent.
> With warm thanks,
> Kate
>
> > On Jun 21, 2024, at 3:00 AM, fis-request at listas.unizar.es wrote:
> >
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> > Today's Topics:
> >
> >   1. Is this a new session about cycles? (Karl Javorszky)
> >
> >
> > ----------------------------------------------------------------------
> >
> > Message: 1
> > Date: Thu, 20 Jun 2024 13:14:13 +0200
> > From: Karl Javorszky <karl.javorszky at gmail.com>
> > To: fis <fis at listas.unizar.es>
> > Subject: [Fis] Is this a new session about cycles?
> > Message-ID:
> >       <
> CA+nf4CWQp16_y6znfFwnEbR-hQR_Jy39-2+6WqjM4psdaTPCHw at mail.gmail.com>
> > Content-Type: text/plain; charset="utf-8"
> >
> > Dear Colleagues,
> >
> > Kate, Krassimir, Joseph have contributed to the idea of the term
> > information being defined as the deviations between cycles 3, 6 of the
> > reorder ab - ba of Cohort 16.
> >
> > Understanding the underlying system of coherent ideas is a complicated
> > task, as Krassimir has pointed out.
> >
> > The method suggested translates in the example of the mysterious elephant
> > into : let us measure the beast as exactly as we can. Let us use cm and
> kg
> > measurements. Let us imagine slicing the beast into thin slices. Our
> > picture of its inner organization can maybe better agreed on if we
> imagine
> > the beast to be highly ordered. We don't know yet by which principles,
> but
> > organized within itself it is, by all means (called Nature).
> >
> > The didactics of the efforts to achieve cooperation among the scientists
> > trying to figure out the concept of an elephant is a subject of its own.
> >
> > During years of experience with the learned friends this person has
> found a
> > way of introducing the ultimate methodology of measuring an elephant. The
> > key point is that the measurements are a system of circular references.
> >
> > So why not establish a methodology of circular references? The Austrian
> > part in one says don't do that, nobody does that, it is not done, all
> count
> > distances as lengths and not as when does this element reappear again.
> The
> > Hungarian part in one says, this is the core of the business, to find
> > something that is usually not done, do it and check it out for yourself
> > whether the traditional taboo is a caduque artefact of the previously
> > lacking technology of our esteemed forefathers.
> >
> > So we arrive at cycles. Once you drop the Sumerian nonsense of an endless
> > number of identical units and join the true Akkadian belief of a limited
> > number of individual units, you have a perspective on the inner workings
> of
> > a beehive (or of society or of a cell, etc.).
> >
> > One counts in terms of coincidences.
> >
> > To introduce the term of coincidence, one needs something that the
> learned
> > friends have experience with and can take in their hands, relate to. If
> you
> > want to present something new, make sure that all the background is
> already
> > familiar to the proband.
> >
> > So the best medium for the communication are books. Each of the learned
> > friends have books. They surely know how to sort books.
> >
> > Observe on the familiar background that what the elephant is made up of,
> > namely coincidences. The coincidence is that a book is on a spot. This is
> > coincidence type 1.
> >
> > As you resort the books you will find cycles. It would take too long to
> > explain what is a cycle in words, and the explanation would need to be
> > rooted in the Sumerian context so that it can be understood by someone
> who
> > thinks in Sumerian categories. Therefore, it is necessary that you
> yourself
> > find the apparition and yourself see that cycles can be used in the
> > Akkadian system of categories.
> >
> > Once you have made yourself your own deictic definition of a cycle, we
> can
> > discuss how the coincidences develop if we utilize the Akkadian way of
> > thinking about elephants.
> >
> > This excellent assembly of learned friends is best positioned to offer
> > methodical help to the great many scientists working tirelessly all
> around
> > the world to get to grips about the elephant.
> >
> > Nothing but one's own inhibitions hinder one from establishing a common
> > methodology for measuring elephants.
> >
> > The first session of learning is the exercise with reordering 12 books
> from
> > author - title into title - author. Do send one line to this here
> Elysium,
> > saying id, date, no of cycles found, their lengths. For friends of
> details,
> > it is welcomed if they enclose the original data. (authors named A - L,
> > titles named 1 - 12.)
> >
> > Looking forward to an interesting and fruitful debate,
> >
> > Karl
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