Quantum MIMO n-Systems and Conditions for Stability
Seyed M.H. Mansourbeigi (Dept.of Electrical Engineering, Polytechnic, Univ. Long Island Graduate Center, New York, USA) Vida Milani (Dept.of Math.,, Faculty of math.Sciences, Shahid Beheshti Univ., Tehran, IRAN)
TL;DR
This paper establishes conditions for the strong stabilizability of n-dimensional quantum MIMO systems with coefficients in Q-meromorphic functions, linking quantum and classical system stability.
Contribution
It introduces the stabilizability conditions for n-D Quantum MIMO systems and connects these quantum systems to classical n-D systems as their quantum limits.
Findings
Conditions for stabilizability of quantum MIMO systems are derived.
Quantum systems' limits include classical n-D systems as special cases.
Results apply to SISO, SIMO, MISO, and MIMO configurations.
Abstract
In this paper we present some conditions for the (strong) stabilizability of an n-D Quantum MIMO system P(X). It contains two parts. The first part is to introduce the n-D Quantum MIMO systems where the coefficients vary in the algebra of Q-meromorphic functions. Then we introduce some conditions for the stabilizability of these systems. The second part is to show that this Quantum system has the n-D system as its quantum limit and the results for the SISO,SIMO,MISO,MIMO are obtained again as special cases.
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Taxonomy
TopicsQuantum Computing Algorithms and Architecture