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Thursday, 29 December 2022

Design deniers:stumped by the book of life again?

Yet Another Example Of How Materialism Blinds Its Proponents

Uncommondescent 

Over at the Reasons.org post (see here), UB and JVL are having an exchange that illustrates perfectly how materialism blinds its proponents.

UB summarizes:

In 1948 did John Von Neumann take a page from Alan Turing’s 1933 Machine and give a series of lectures predicting that a quiescent symbol system and a set of independent constraints would be required for autonomous open-ended self replication? Yes. In 1953 did Francis Crick, along with Watson, discover the sequence structure of that symbol system, calling it a code? Yes. And in 1955 did he further predict that an unknown set of protein constraints would be found working in the system, establishing the necessary code relationships? Yes. In 1956-1958 did Mahlon Hoagland and Paul Zamecnik experimentally confirm Crick’s (and Von Neumann’s) predictions. Yes. In 1961, did Marshal Nirenberg have to demonstrate the first symbolic relationship in the gene system in order to know it? Yes. In 1969 did Howard Pattee set off on a five decade analysis of the gene system, confirming it as symbolic control of a dynamic process? Yes. Do the encoded descriptions of the constraints have to be physically coherent with all the other descriptions (i.e. self-referent) in order to successfully function? Yes. Is the gene system and written human language the only two systems known to science that operate in this way? Yes. Is the appearance of an encoded symbol system considered in science to be a universal correlate of intelligence? Yes.

All of UB’s claims are true beyond the slightest doubt. Is JVL convinced? Of course not. He writes: 
I’d say you made an error in how you choose to interpret the works of semiotic researchers as supporting ID when they, themselves, do not see their work in that way. 
JVL’s point is that if UB is correct about the logical inferences of the researchers’ work, how could that conclusion have escaped the researchers themselves? It does not seem to have occurred to JVL that both things could be true at the same time. In other words, UB could very well be correct about the logical conclusion compelled by the researchers’ observations, even though the researchers themselves did not come to that conclusion. How is that possible? Simple. The researchers, like JVL, were blinded by their a priori metaphysical commitments. They literally could not see where their own work was leading.

Examples of researchers who could not see where their own work was heading abound in history. Does anyone think that Copernicus reached his heliocentric conclusions based on original research alone? Of course he didn’t. Men had been observing the planets and the stars for hundreds of years before Copernicus, and he had a library full of their work. All of these prior researchers concluded that their observations supported a geocentric cosmology. Copernicus’ genius was not in making new observations. His genius was in interpreting observations that had been made over the course of hundreds of years through a new paradigm (a paradigm inspired, by the way, by Copernicus’ conviction that God’s design had to be more elegant than the existing system described). 
Now, let’s imagine if JVL were responding to Copernicus in 1543:Copernicus: Ptolemy established the geocentric paradigm when he published the Almagest in 150 AD.  I do not dispute Ptolemy’s observations. I agree with them. Nor do I dispute the observations of all subsequent astronomers who have taken the geocentric view for granted for nearly 1,400 years. Again, I agree with those observations. But I have concluded that even though those observations were correct, the researchers did not reach the correct conclusion from those observations. The earth orbits the sun.

JVL: The researchers on whose observations you are relying did not reach the same conclusion that you do. Therefore, you must be wrong.

Sound farfetched? Not so fast. There were lots of JVLs back in the 16th century who said that very thing. Copernicus was correct. But that didn’t stop people like JVL from pushing back at him on the basis of authority. Indeed, the people who pushed back at Copernicus had an even better argument than JVL does today. After all, Copernicus was trying to upset a paradigm that had been taken for granted for well over a millennium. The authority weighing against him was overwhelming. But he was right and the prior authorities were wrong.That is why science proceeds by challenging authority, not, as JVL would have it, by meekly submitting to it.

So yes, it is true as JVL says. The researchers UB cites did not understand the significance of their own observations, just as the researchers who preceded Copernicus (many of whom were brilliant men) did not understand the significance of their own observations.

JVL thinks he has a knockdown counter to UB: “The researchers you cite did not reach the same conclusion that you do.” He is wrong about that.

Marcel-Paul Schützenberger: a brief history.

 Marcel-Paul Schützenberger 

Wikipedia 

 Marcel-Paul "Marco" Schützenberger (24 October 1920 – 29 July 1996) was a French mathematician and Doctor of Medicine. He worked in the fields of formal language, combinatorics, and information theory.[1] In addition to his formal results in mathematics, he was "deeply involved in [a] struggle against the votaries of [neo-]Darwinism",[2] a stance which has resulted in some mixed reactions from his peers and from critics of his stance on evolution. Several notable theorems and objects in mathematics as well as computer science bear his name (for example Schutzenberger group or the Chomsky–Schützenberger hierarchy). Paul Schützenberger was his great-grandfather. 

Contributions medicine and biology 

Schützenberger's first doctorate, in medicine, was awarded in 1948 from the Faculté de Médecine de Paris.[4] His doctoral thesis, on the statistical study of biological sex at birth, was distinguished by the Baron Larrey Prize from the French Academy of Medicine.[5]

Biologist Jaques Besson, a co-author with Schützenberger on a biological topic,[6] while noting that Schützenberger is perhaps most remembered for work in pure mathematical fields, credits him[5] for likely being responsible for the introduction of statistical sequential analysis in French hospital practice.[7] 

Contributions to computer science and linguistics 

Schützenberger's second doctorate was awarded in 1953 from Université Paris III[dubious – discuss].[8] This work, developed from earlier results[9][10] is counted amongst the early influential French academic work in information theory.[11] His later impact in both linguistics and combinatorics is reflected by two theorems in formal linguistics (the Chomsky–Schützenberger enumeration theorem[12] and the Chomsky–Schützenberger representation theorem), and one in combinatorics (the Schützenberger theorem). With Alain Lascoux, Schützenberger is credited with the foundation of the notion of the plactic monoid,[13][14] reflected in the name of the combinatorial structure called by some the Lascoux–Schützenberger tree.[15][16]

In automata theory, Schützenberger is credited with first defining (what later became known as) weighted automata, the first studied model of automata which compute a quantitative output.[17]

The mathematician Dominique Perrin credited Schützenberger with "deeply [influencing] the theory of semigroups" and "deep results on rational functions and transducers", amongst other contributions to mathematics.[1]

Office honors and recognition 

Professorships and other teaching[1]
Professor in the Faculty of Sciences at the University of Poitiers (1957–1963)
Lecturer in the Faculty of Medicine at Harvard University (1961–1962)
Director of Research at the CNRS (1963–1964)
Professor at the University of Paris (1964–1970)
Professor in the Faculty of Sciences at the University of Paris VII (1970-until his death in 1996)
National honors
In 1988, after having been a Correspondant since 1979, Schützenberger was made a full Membre of French Academy of Sciences.
Posthumous recognitions
After his death, two journals in theoretical mathematics dedicated issues to Schützenberger's memory. He was commemorated in this manner by Theoretical Computer Science in 1998[18] and again by the International Journal of Algebra and Computation in 1999.[19]

The mathematician David Berlinski provided this dedication in his 2000 book The Advent of The Algorithm: The Idea that Rules the World: À la mémoire de mon ami . . M. P. Schützenberger, 1921-1996. 

Works 

For the complete list of his papers, see: Papers

De la diversité de certains cancers. Pierre Florent Denoix, Paris (1954)/About the diversity of some cancers
Théorie géométrique des polynômes eulériens, with Dominique Foata, Berlin, Heidelberg, New York, Springer (1970)/Geometric theory of Euler polynomials
Triangle de pensées, with Alain Connes and André Lichnerowicz, Paris, O. Jacob ; Saint-Gély du Fesc : Espace 34 (2000)/Triangle of thoughts
Les failles du darwinisme, La Recherche, n°283 (January 1996)/The miracles of darwinism
Œuvres complètes, edited by Jean Berstel, Alain Lascoux and Dominique Perrin, Institut Gaspard-Monge, Université Paris-Est (2009)/Complete Works
The Complete Works of Marcel-Paul Schützenberger: Complete Works