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.... and FIPA (the standard specification proposal for agent communication languages [8] 13, 2] and in access interfaces for distributed information systems, such as ODBC and JDBC [20, 22] Several research activities have shown the suitability of the MA technology to provide the above properties [23, 26]. As it is natural whenever a new technology is in its infancy, the largest part of the research efforts has been directed to the implementation of basic mobility mechanisms and MA platforms. Notwithstanding a general agreement on the opportunity of mobile agents to support access, filtering and ....
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....of all other edges with a fixed probability #. A node u is said to be alive if and only if no edge along the unique path from the root to u is dead. If Z i denotes the number of alive vertices at level i, then the sequence Z 0 = 1, Z 1 , Z i , forms a branching process [2]. We will be interested in the distribution of the number of live vertices with depth d, i.e. the random variable Z d . The expected number of live children for an alive node is (1 #)f , and the expected value of Z d is ( 1 #)f) d . More precisely, the generating function for the o#spring ....
<F3.748e+05> K. B. Athreya and P. E. Ney,<F3.815e+05> eds.,<F3.419e+05> Branching<F3.815e+05> Processes, Springer-Verlag, Berlin, 1972.
Representations For Three-Body T-Matrix On Unphysical Sheets - Motovilov (1995) (Correct)
....Riemann surface 2 with two sheets of the complex energy plane (see Refs. 20] 21] In multichannel scattering problems, the approach above is partly realized in [22] Beginning from 1970 es, the complex scaling method [10] 14] is applied to investigation of resonances (see also Refs. [15] and [18] This method gives a possibility to rotate the continuous spectrum of Hamiltonians in such a way that certain sectors become accessible for observation on unphysical sheets neighboring with physical one. Resonances situated in these sectors turn into a part of the discrete spectrum of ....
....sectors turn into a part of the discrete spectrum of the Hamiltonian transformed. The complex scaling method may be applied in the cases when potentials are analytical functions of coordinates. This method allows to compute location of resonances in concrete physical problems (see, e.g. Refs. [15], 23] As regards the structure of the scattering matrix and resolvent continued on unphysical sheets, this method gives not too large capacities. Many important conceptual and constructive results (see [24] 29] for the physical sheet in three body scattering problem are known to have been ....
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Resonances. /Eds. E.Brandas, N.Elander. --- Springer-Verlag, 1987.
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