โ Scribed by Peter W Lindstrom; Bernard H Rosman
No coin nor oath required. For personal study only.
๐ SIMILAR VOLUMES
The continued fraction expansion and infrastructure for quadratic congruence function fields of odd characteristic have been well studied. Recently, these ideas have even been used to produce cryptosystems. Much less is known concerning the continued fraction expansion and infrastructure for quadrat
This paper presents analysis and design results for distributed consensus algorithms in multi-agent networks. We consider continuous consensus functions of the initial state of the network agents. Under mild smoothness assumptions, we obtain necessary and sufficient conditions characterizing any alg
to continue the result to the real axis. Numerical analytic continuation, however, is notoriously difficult, and most The need to calculate the spectral properties of a Hermitian operator H frequently arises in the technical sciences. A common ap-techniques developed thus far are useful only for sp
In [J. Differential Equations 146 (2) (1998) 320-335], Franรงoise gives an algorithm for calculating the first nonvanishing Melnikov function M of a small polynomial perturbation of a Hamiltonian vector field and shows that M is given by an Abelian integral. This is done under the condition that vani