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Lecture Notes in Electrical Engineering, Springer, pp. Rosenthal Efficient evaluations of polynomials over finite fields, Proceedings of Australian Communications Theory Workshop, Melbourne, Australia, pp.

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Smarandache Decoding of MDP convolutional codes over the erasure channel. Society for Imaging Science and Technology, Wang Pole placement results for complex symmetric and Hamiltonian transfer functions In Proc. Rosenthal The gate complexity of syndrome decoding of Hamming codes. Rosenthal Pseudocodeword weights and stopping sets. Sridhara Some new algebraic constructions of codes from graphs which are good expanders. In Proc. Smarandache Convolutional codes which are maximum distance separable and which have a maximum distance profile.

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Rosenthal A numerical approach for designing unitary space time codes with large diversity product and diversity sum. Rosenthal Non-linear codes for belief propagation. Smarandache Construction and decoding of strongly MDS convolutional codes. Gilliam and J. Rosenthal Public key cryptography based on simple modules over simple rings. Rosenthal Unitary constellation design with application to space-time coding. Smarandache Strongly MDS convolutional codes, a new class of codes with maximal decoding capability.

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Rosenthal A public key cryptosystem based on actions by semigroups. Rosenthal Unitary matrices with maximal or near maximal diversity product. Smarandache Construction results for MDS-convolutional codes. Shokrollahi Using low density parity check codes in the McEliece cryptosystem. Smarandache Generalized first order descriptions and canonical forms for convolutional codes. Beghi, L. Finesso, and G. Smarandache On the dual of MDS convolutional codes. Smarandache Convolutional code constructions resulting in maximal or near maximal free distance. Rosenthal Parity-check decoding of convolutional codes whose systems parameters have desirable algebraic properties.

Rosenthal Some interesting problems in systems theory which are of fundamental importance in coding theory. Rosenthal On output feedback invariants and cascade equivalence of systems. Smarandache Construction of convolutional codes using methods from linear systems theory. York A construction of binary BCH convolutional codes. Rosenthal Analyzing convolutional encoders using realization theory. Rosenthal Connections between multidimensional systems theory and algebraic geometry.

## Information Theory: Coding Theorems for Discrete Memoryless - Ebooks

York On the relationship between algebraic systems theory and coding theory: Representations of codes. Wang Eigenvalue assignment by dynamic output feedback: A new sufficiency criterion in the real case. Willems Generic eigenvalue assignment for generalized linear first order systems using memoryless real output feedback.

Wang Dynamic pole assignment for systems in generalized first order form: A report on results derived by algebro-geometric techniques.

## Fundamentals of Information Theory and Coding Design

Schumacher System equivalences and canonical forms from a behavioral point of view. York First order representations for convolutional encoders. York Generalized Hamming weights for convolutional codes. Schumacher A realization theory for homogeneous AR-systems, an algorithmic approach.

Schumacher A controllability test for behavior systems. York Linear systems defined over a finite field, dynamic programming and convolutional codes. Wang Recent applications of algebraic geometry in linear system theory. Lewis, editor, Proc. SIAM, York An ideal theoretic approach for classifying high rate convolutional codes. Wang Algebraic and combinatorial aspects of the dynamic pole assignment problem. Helmke, R. Mennicken, and J. Akademie Verlag, Berlin, Germany, Vol II: Invited and contributed papers. Wang Robustness of autoregressive systems.

Rosenthal On decentralized dynamic feedback compensation. Rosenthal On subsets of autoregressive systems and stabilization conditions. Wang Pole placement with small order dynamic compensators. Rosenthal Dynamic pole placement and the connection to geometry. Wang On homogeneous autoregressive systems. The University of Texas at Arlington, December Sain On Kronecker indices of transfer functions and autoregressive systems. Rosenthal On minimal order dynamical compensators of low order systems. Rosenthal Book Review: Introduction to mathematical systems theory. People Prof. Joachim Rosenthal.

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