Introduction: A Dialogue between Author and Editor I: Rhythm and Linear Analysis.
... unfoldings can ʼn have ? " We shall answer this question ( for most ŋ ) by giving a complete description of the universal unfoldings of n . The definition of unfolding , the definitions of " right - morphism " and " right - universal ...
... Karin Gatermann, Marty Golubitsky, George Haller, Irwin Hentzel, Alexander Kopanskii, Bill Langford, Victor Leblanc, A.H.M. Levelt, John Little, Ian Melbourne, Sri Namachchivaya, Peter Olver, Charlie Pugh, and Jonathan Smith.
... unfoldings of such Q in gl(m,R) are structurally stable, when regarded as families of matrices with a fixed number of parameters. Here one has to take the so called versal families ... unfolding. UNFOLDINGS OF QUASI-PERIODICTORI 11.
Anne Wilson: UnfoldingsSandra and David Bakalar GalleryMassachusetts College of ArtSeptember 4 - December 7, 2002University Art GallerySan Diego State UniversityApril 7 - May 7, 2003
... unfoldings even if only a small number of them exist. Thus, they considered isomorphism of unfoldings and enumeration of paths instead of enumeration of the spanning trees to reduce the search space for finding over- lapping edge ...
An international workshop on “Modeling Processes of Structural Change in Social Systems” organized by the Max-Planck-Gesellschaft in Starnberg, Germany, in 1986 was the original impetus for our interest in Catastrophe Theory, ...
... K. Proc. Symp. Pure Math. 44(Pt. 1), 233–254 (1983) [D2b] J. Damon, The unfolding and determinacy theorems for subgroups of A and K. Memoirs Am. Math. Soc. 50(306) (1984) [D3I] J. Damon, Topological triviality and versality for subgroups ...
... unfoldings of polyhedral boundaries by embedded homotopies (Conjecture 9.12). As a guide for the reader navigating ... unfoldings is open even for polytopes in R3 [28, 31]. It is known that nonconvex polyhedral surfaces need not admit ...
This book constitutes the refereed proceedings of the 9th International Symposium on Methodologies for Intelligent Systems, ISMIS '96, held in Zakopane, Poland, in June 1996.
... unfolding is ( r , s ) -stable . ( In the ordinary theory of stable unfoldings , Theorem 5 is very useful , not only for determining when an unfolding is stable , but also in proving parts of Theorem 6 , in constructing stable unfoldings ...