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A Linear Decomposition for Sequential Machines

IEEE Transactions on Computers, 1970
This paper considers the loop-free decomposition of nonautonomous, synchronous, deterministic, nonlinear sequential machines into linear and nonlinear component machines. Two methods are derived which generate the desired decomposition and determine the state code assignment consistent with the linear realization of a component machine.
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Linearity Testing and Realization of Sequential Machines

IEEE Transactions on Computers, 1974
The necessary and sufficient conditions for the linear realizability of a sequential machine are stated. The discussion considers the state transition and output functions separately and thus machines with nonlinear output function can also be tested for linearity of the state transition function.
A. S. Gupta   +2 more
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Uniform Modular Realizations and Linear Machines

IEEE Transactions on Computers, 1971
It is shown that a single-output Moore-type n-state linear machine may be realized with no more than 2n copies of the AND–OR-delay (AOD) module of Newborn, Weiner, and Hopcroft. This bound is significantly lower than that for arbitrary single-output Moore-type machines, which is 2n.
S. Erol Gelenbe, N. Rossi
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On the semigroups of linear sequential machines

International Journal of Computer & Information Sciences, 1973
A new and considerably shorter proof is given to the characterization of the groups of linear nonsingular sequential machines due to Ecker.
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Two Tests for the Linearity of Sequential Machines

IEEE Transactions on Electronic Computers, 1965
This paper describes two tests for the existence of a linear state assignment for binary input sequential machines. The first test is based on ``transfer sequences'' which map one stationary state of a machine onto another stationary state. It is shown that from a minimal transfer sequence of a machine one can read off directly a linear assignment of ...
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Sequential Functions and Linear Sequential Machines

IEEE Transactions on Electronic Computers, 1965
The``state'' of a sequential machine is interpreted as the sequence-to-sequence input-output mapping performed by the machine. Such mappings have been called sequential functions. This concept of state is applied to the theory of binary linear sequential machines.
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Related machine scheduling with machine speeds satisfying linear constraints

Journal of Combinatorial Optimization, 2018
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Siyun Zhang, Kameng Nip, Zhenbo Wang
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Experimental studies using a new portable linear rock cutting machine and verification for disc cutters

Tunnelling and Underground Space Technology, 2021
Ramazan Çomakli   +2 more
exaly  

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