[Fis] _ Just my two cents worth.
Jerry LR Chandler
Jerry_LR_Chandler at me.com
Mon Feb 29 00:10:10 CET 2016
Maxine, List:
Just my two cents worth.
After puzzling about the potential connections between your interpretations of Husserl and evolutionary biology, I remain uncertain about where this line of reasoning starts and where it leads.
I should say at the beginning that I am a hardcore realist and a pragmatist. The value of vague philosophies for doing science is problematic, in my opinion. The value of the philosophy of mathematics can be quite useful for scientific practice, if the appropriate correspondence relations can be symbolized and exploited. The necessity for rigorous symbolic relations between the meta-languages of science and logic of the sciences is well known. (See Malatesta, The Primary Logic, 1999?).
Husserl’s (1859-1938) writings are about a Century old. What does he bring to the table today?
Molecular biology barely existed in his day.
In this context, the concept of oscillators is proposed as the linkage between movement and mathematical modeling. Yet, the physical basis of the mathematical oscillators is Hook’s Law for springs. The mental image for a two dimensional network of oscillators is a the old-fashioned “bed-spring”. Admittedly, a hypothetical oscillator model was used for a few decades to model the source of epileptic seizures, but it is so crude that it is hardly more than a metaphor. (For a review, NeuroQuantology | June 2006 | Vol. 4 | Issue 2 | 155-165 155 Velazquez JLP. Coupled oscillators field
Molecular biology requires the use of the atomic numbers in arithmetic operations.
It further requires the use of three - dimensional asymmetric structures to describe handedness (even for dance!).
These two facts suggest to me that Husserlian vagueness can be improved upon in the modern inquiry into the conceptualization of motion and its relationships to evolutionary biology.
A different line of reasoning concerns the questions raised by Pedro. That is, the cultural roots of the tremendous array of dance movements and the encoding of ballad movements into a symbol system.
This issue raises the far wider issue of the roles of diagrammatic logic in relation to dance “logic”. Has anyone explored how the diagrammatic logic of CS Peirce may relate to dance? Or even Venn diagrams? Or how are the diagrams of chemical logic related to dance symbols, if at all? Or, should we follow Hilbert and simply ignore the role of diagrams in the mathematics of evolutionary biology. (see: Greaves, The Philosophical Status of Diagrams (2001))
Another topic worth exploring is the communication among ballad dancers during a performance. The range of emotions exhibited during a ballad performance can be truly spectacular. How is this accomplished from an informational theory perspective?
Thus, I would close with a question:
Does the modern state of human communication and information exchange go far beyond early 20th Century German Philosophy? An essay on either Kantian or Shelling’s philosophy, as contrasted with Husserl, could be of substantial interest to me.
Cheers
Jerry
Research Professor
Krasnow Institute for Advanced Studies
GMU
Headwater House
On the Banks of the Mississippi
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