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A very short proof of Forester's rigidity resulthttps://www.youtube.com/watch?v=kJpZh0Onysc Mark Fell and Roc Jiménez de CisnerosGenerative piece for Matthew Ritchie's The Morning Line antipavillion at the 3rd Biennial of Contemporary Art of Seville. 2008.The deformation space of a simplicial Gtree T is the set of Gtrees which can be obtained from T by some collapse and expansion moves, or equivalently, which have the same elliptic subgroups as T. We give a short proof of a rigidity result by Forester which gives a sufficient condition for a deformation space to contain an Aut(G)invariant Gtree. This gives a sufficient condition for a JSJ splitting to be invariant under automorphisms of G. More precisely, the theorem claims that a deformation space contains at most one strongly slidefree Gtree, where strongly slidefree means the following: whenever two edges e_1, e_2 incident on a same vertex v are such that G_{e_1} is a subset of G_{e_2}, then e_1 and e_2 are in the same orbit under G_v. Seville 2008 Istanbul 2010 When asked, "why doesn’t your sound move from speaker to speaker?" prominent sound artist Yasunao Tone replied, "why is this necessary when the audience can move around the sound?" A very short proof of Forester's rigidity result develops this position: rather than moving around the audience, as is typical of multispeaker pieces, here the sound itself is rigid. The listener is placed within and moves through a complex matrix of digital oscillators, each producing one component of the overall sound: a series of precisely synchronized and desynchronized pulses, each one static in a spatial dimension but evolving in a harmonic one. This reversal of roles undermines the traditional placement of a static listener and frontal stage that originated in Italian Renaissance palaces, a paradigm comparable to the invention of onepoint perspective in the visual arts. This "firstperson" model of musical performance is still evident today in nearly all electroacoustic and computer music—complete with all the baggage of its visual counterpart. (MF / RJC) linkstba21 http://www.tba21.org/pavilions/49/page_2?category=pavilions
