sigma10-037. 753KB Jun 04 2011 12:10:39 AM
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In this paper we study the level set structure of a one-dimensional cellular automaton known as the periodic box-ball system (pBBS) [ 2 , 3 ] and construct its invariant tori.. It
We show that the corresponding maps can be characterized by certain singularity invariance con- dition, which leads to the 5 families of Yang–Baxter maps found in [ 1 ], as well as to
In the present paper, we investigate the dynamical critical exponent for the totally asymmetric diffusion process with equal rates which is a related but dynamically different
the examples presented here provide an indication that the (strong) Poincar´e duality in non- commutative geometry could be understood as existence of an isomorphism
Furthermore, this representation is irreducible by Proposition 3 , and its representation graph is prime with respect to the Cartesian product since any Cartesian product graph with
Abstract. The algebraic structure and the spectral properties of a special class of multi- component NLS equations, related to the symmetric spaces of BD.I -type are analyzed. The
In addition, the same set of conditions that are sufficient for one-loop finiteness of the soft breaking terms render the soft sector of the theory two-loop finite [ 65 ].. The one-
This paper was aimed to show how an interpretative procedure of divergent perturbative series, involving Mellin–Barnes representation and Borel resummation, leads to a
