… Explicit formulas for the N-point tree amplitudes of the non-archimedean open string are
derived. … ChanPaton rules for non-archimedean open strings are given. A string over the (global) …

… This led us to inquire whether string theories "over" non-archimedean (p-adic) number fields
could be constructed. To gain some insight into the prerequisites for such a construction, we …

… obtain a p-adic amplitude for an "open string". We interpret it as follows: an open string emits
and absorbs particles by the ends so only the dynamics of the ends is essential. The above …

… that extended objects like strings and superstrings must play a … of space–time is non-Archimedean.
That at small distances … the propagators of the dynamical groups in imaginary time. …

… The other approach we present is the Non-Archimedean/Ultrametric/p-adic mathematical …
(spin glasses, p-adic string theory,…) to p-adic arithmetic dynamics to the analysis of Mental …

… of non-Archimedean quantum mechanics, field theory, string theory, and the theory of string
… [4] NV Makhaldiani, The dynamics of number fields and the problem of compactification of a …

… dynamical systems defined over non-Archimedean algebras. The field of non-Archimedean
dynamical … There are many works devoted to p-adic and non-Archimedean dynamics.[…

… By the definition, a word of length n over alphabet A is a finite string (stretching from right to
… programs can be analysed by techniques of the non-Archimedean dynamics, see eg [3–8]. It …

… For our situation, the crucial result regarding a class of non-Archimedean Banach algebras
… from non-Archimedean analysis, especially from the theory of non-Archimedean Banach …

… Dynamics in quantum mechanics can be regarded as motion … geometry at the Planck scale
was made, and string theory … in various aspects of p-adic string theory (for a review, see [2, …