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ead? Jessica L. Cook,' Lawrence M. Krauss,1•2• 4 Andrew J. Long,l•I and Subir Sabhanval I 'Department of
d Fa; = 7',Ivj with Tal the sym- metry generators and vj the symmetry-breaking vacuum ex- pectation value. (See, e.g., [33]). A corresponding Fadeev- Popov ghost term is also added. Physical or "on-shell" quan- tities, such as cross sections and decay rates, may be calcu- lated perturbatively, and any de
Dead? Jessica L. Cook.' Lawrence M. Krauss,". • Andrew J. Long,'• t and Subir Sabharwal' 'Department of
and F° = riv, with 711 the sym- metry generators and vj the symmetry-breaking vacuum ex- pectation value. (See. e.g., [33]). A corresponding Fadeev- Popov ghost term is also added. Physical or "on-shell" quan- tities, such as cross sections and decay rates, may be calcu- lated penurbatively, and any dep
Boston Adler, R.L., Goodwyn, L.W., Weiss, B. (1977) Equivalence of topological Markov shifts. Isreal J. Math. 27:49-63 Adler, R.L., Konheim, A.G., McAndrew, M.H. (1964) Topological entropy. Trans. Amer. Math. Soc. 114:309-319 Adler, R.L., Marcus, B. (1979) Topological entropy and equivalence of dynamica
tric invariant for authomorphisms of the torus. Proc. Natl. Acad. Sci. 57:1573-1576 Aftanas, L.|.,Lotova, N.V., Koshkarov, V.I., Pokrosvskaja, V.L., Popov, S.A., Makhnev, V.P (1997) Non-linear analysis of emotion EEG: calculation of Kolmogorov entropy and the principal Lyapunov exponent. Neurosci Lett
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