## Abstract For a general transistorβresistor network a method is proposed to obtain, in some normed linear vector space __R__^n^, the numerical solution of the dc equation **G(U) = C** for a given constant vector C = C\*. At each step __k, k__ = 0, 1,β¦, a vector C^__k__^ is chosen from a certain s
Some aspects of the network analysis of sequence transducers
β Scribed by J.M. Simon
- Publisher
- Elsevier Science
- Year
- 1958
- Tongue
- English
- Weight
- 598 KB
- Volume
- 265
- Category
- Article
- ISSN
- 0016-0032
No coin nor oath required. For personal study only.
β¦ Synopsis
An algebraic formulation is presented for use in the analysis of networks of the synchronous type of sequence transducer discussed by Mealy (1). 2 With the network analysis problem in mind, the operation of a sequence transducer is characterized by two matrices and the formulation is given for elementary cases of cascade, parallel, and feedback connections. This formulation involves matrix-type operations and derives the characterizing matrices for the over-all network from those of the component sequence transducers. The formulations are intended to serve as a framework for the general network analysis problem. The analysis problem for feedback connections is also discussed. xv T (sT/I Β₯1t FIG. 1, Diagram of a sequence transducer.
π SIMILAR VOLUMES
In recent years many data have been accumulated demonstrating that the strain in polycyclic ring systems (originating either from non bonded interactions of substituents or from a change in hybridisation at one site of the molecule) 1 may be relieved by alteration of bond angles . In turn this leads