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Beuys

Beuys

The embryological

The embryological differentiation of sexual organs Phases in the unfolding of the catastrophe called parabolic umbilic F= extrusion (male); intrusion (female) • Based on the unfolding of the catastrophe called “parabolic umbilic” Thom shows (in 1972) a sequence of pictures which are related to the formation of a penis (f) and a vagina (m). • As long as the mathematical formula is not part of a formalized biological theory, such an interpretation is purely schematic, i.e. it tells us that further investigation in this direction may be rewarding; it is kind of scientific utopia.

Revolutions or social “catastophes” Bifurcation plane (asteroid): pathes: R=revolution; critical at r, end at d; dD appearance of the strong man; Ddm =slow loss of his power; M = restoration • In an article (written in 1985, published in 1990) Thom uses the model of a “catastrophe machine” devised by Zeeman to describe political revolutions. His argument is based on six countries and revolutions which took place after 1649 (England, Commonwealth). The two axes are: (x) military power and (y) semiotic (ideological) power. Such models were criticised in Applied Mathematics as not explicit (Sussman, 1978). They are again rather a sketch for the design of a future theory. In this sense they are utopian like Beuys’ political diagrams.

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