The cascade connection of electrical networks induces the matrix operation - cascade addition. This work considers two aspects of cascade addition: the relationship between the cascade sum and the chain matrix; and the algebraic problem of cascade subtraction. The subtraction problem is thoroughly analyzed, with necessary and sufficient conditions given for its solution
Abstract. An exposition of an earlier seminal paper on the linear analysis of synchronous switching ...
A discussion of when matrix addition, subtraction and multiplication are defined, and when it is pos...
summary:The algorithm of a partial analysis of a general electric network by matrix calculus is pres...
The objective of thia thesis is the investigation of the application of the theory of matrices to an...
The parameters of the transfer matrix describing a first-order optical system that is a cascade of k...
The fluctuation problem in cascade theory is viewed from the standpoint of the invariant imbedding m...
Explicit formulas are presented for the transfer matrix parameters of cascaded commensurate transmi...
This paper presents an alternative interpretation of the relation used for computing the bus admitta...
The cascade model is widely applied in water-currents flow calculations. The mathematical background...
Concepts which promise to extend many fundamental results of network theory to general systems are i...
Electrical networks as a subset of graph problems have a wide variety of real world applications: in...
Theoretical aspects of periodic functions of matrices and issues arising from the multivalued nature...
AbstractAn electrical dc network consisting of m edges with given conductances and of n points, n1 o...
This paper begins with review of algebras related to Kronecker products and spectral decomposition, ...
Discussion of the computation of matrix chain products of the form M//1 multiplied by M//2 multiplie...
Abstract. An exposition of an earlier seminal paper on the linear analysis of synchronous switching ...
A discussion of when matrix addition, subtraction and multiplication are defined, and when it is pos...
summary:The algorithm of a partial analysis of a general electric network by matrix calculus is pres...
The objective of thia thesis is the investigation of the application of the theory of matrices to an...
The parameters of the transfer matrix describing a first-order optical system that is a cascade of k...
The fluctuation problem in cascade theory is viewed from the standpoint of the invariant imbedding m...
Explicit formulas are presented for the transfer matrix parameters of cascaded commensurate transmi...
This paper presents an alternative interpretation of the relation used for computing the bus admitta...
The cascade model is widely applied in water-currents flow calculations. The mathematical background...
Concepts which promise to extend many fundamental results of network theory to general systems are i...
Electrical networks as a subset of graph problems have a wide variety of real world applications: in...
Theoretical aspects of periodic functions of matrices and issues arising from the multivalued nature...
AbstractAn electrical dc network consisting of m edges with given conductances and of n points, n1 o...
This paper begins with review of algebras related to Kronecker products and spectral decomposition, ...
Discussion of the computation of matrix chain products of the form M//1 multiplied by M//2 multiplie...
Abstract. An exposition of an earlier seminal paper on the linear analysis of synchronous switching ...
A discussion of when matrix addition, subtraction and multiplication are defined, and when it is pos...
summary:The algorithm of a partial analysis of a general electric network by matrix calculus is pres...
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