
S. Vologiannidis 
Dissertation 
[1]
S. Vologiannidis, Algebraic  polynomial computational methods in
Control Theory, Department of Mathematics, Aristotle University
of Thessaloniki, Greece, 2005.

Papers in International Journals 

[1]
N. P. Karampetakis and S. Vologiannidis, DFT calculation of the
generalized and drazin inverse of a polynomial matrix, Applied Mathematics
and Computation, 143 (2003), pp 501521. (full paper available
here)
[Citations ~=10]
[i]
Antoniou, G.E., nOrder linear state space systems: Computing the transfer function using the DFT, Applied Mathematics and Computation (New York), Volume 170, Issue 2, 15 November 2005, Pages 10771084. (PDF)
[2] S. Vologiannidis
and N. P. Karampetakis, Inverses of Multivariable Polynomial Matrices
by Discrete Fourier Transform, Multidimensional Systems and Signal
Processing, 15 (4): 341361, October 2004. (full paper available
here)
[Citations ~=8]
[3] N. P. Karampetakis
and S. Vologiannidis, Infinite elementary divisor structurepreserving
transformations for polynomial matrices, International Journal of
Applied Mathematics and Computer Science, 2003, Vol. 13, No 4, pp
493503. [Citations ~=8]
[4] N. P. Karampetakis
S. Vologiannidis and A.I.G. Vardulakis, A new notion of equivalence
for discrete time AR representations, International Journal of Control,
15 April 2004, Vol. 77, No. 6, pp 584597. (full paper available
here)
[5] E.N. Antoniou,
S. Vologiannidis, A new family of companion forms of polynomial
matrices, Electronic Journal of Linear Algebra, 2004, Vol. 11, pp
7887. (full paper available here)
[Citations ~=30]
[6] E.N. Antoniou, A.I.G.
Vardulakis and S. Vologiannidis, 2003, Numerical Computation of
Minimal Polynomial Bases: A Generalized Resultant Approach, Linear
Algebra and its Applications, Volume 405, 1 August 2005, Pages 264278. [Citations ~=8]
[7] E.N. Antoniou, S. Vologiannidis, Linearizations of polynomial matrices with symmetries and their applications, Electronic Journal of Linear Algebra, volume 15 (2006), pages 107114. (full paper available here) [Citations ~=13]
[8] N. Karampetakis, E.N. Antoniou, A.I.G. Vardulakis, S. Vologiannidis, Symbolic Computations on Rings of Rational Functions and Applications in Control Engineering, Symbolic Computations on Rings of Rational Functions and Applications in Control Engineering, Lecture Notes in Computer Science, Theoretical Computer Science and General Issues, Springer, 2009, ISBN: 9783642047718.
[9] N.P. Karampetakis, S. Vologiannidis, On the fundamental matrix of the inverse of a polynomial matrix and applications to ARMA representations, Linear Algebra and its Applications, Volume 431, Issue 11, 1 November 2009, pages 22612276. (full paper available here)
[10] S. Vologiannidis, E.N. Antoniou, A permuted factors approach for the linearization of polynomial matrices, Mathematics of Control, Signals, and Systems, March 2011 (full paper available here).

Papers presented in
International Conferences 
[1]
N. P. Karampetakis, S. Vologiannidis and A.I. Vardulakis, Notions
of equivalence for discrete time ARrepresentations, 15th IFAC World
Congress 2002, Barcelona. (Presentation available in PDF,
PPT)
[2] N. P. Karampetakis and S. Vologiannidis,
Infinite elementary divisor structurepreserving transformations
for polynomial matrices, 8th IEEE International Conference on Methods
and Models in Automation and Robotics, Szczecin, Poland, 25 September,
2002.
[3] N. P. Karampetakis and S.
Vologiannidis, DFT calculation of the generalized and drazin inverse
of a polynomial matrix, IEEE Conference on Computer Aided Control
System Design CACSD’02, Glasgow, Scotland, 1820 September
2002. (Presentation available in PDF,
PPT)
[4] A.I. Vardulakis,
N. P. Karampetakis, E. Antoniou, P. Tzekis and S. Vologiannidis,
2003, A descriptor systems package for Mathematica, 11th IEEE Mediterranean
Conference on Control and Automation (MED'03), Rhodes, Greece.
(Presentation available in PDF,
PPT)
[5] S. Vologiannidis
and N. P. Karampetakis, Inverses of Multivariable Polynomial Matrices
by Discrete Fourier Transforms, European Control Conference 2003,
Cambridge, 14 September 2003, U.K. (Presentation available
in PDF, PPT)
[6] N. P.
Karampetakis and S. Vologiannidis, On the Laurent series expansion
of the resolvent of a polynomial matrix and applications, 12th IEEE
Mediterranean Conference on Control and Automation (MED'04), Kusadasi,
69 June 2004, Turkey (Presentation available in PDF,
PPT)
[7] E.N. Antoniou,
A.I.G. Vardulakis and S. Vologiannidis, On the Computation of Minimal
Polynomial Bases, 12th IEEE Mediterranean Conference on Control
and Automation (MED'04), Kusadasi, 69 June 2004, Turkey.
[8] Petr Kujan,
Martin Hromcík, Michael Šebek, N.P. Karampetakis, E.N.
Antoniou, S. Vologiannidis, Effective computations with 2variable
polynomial matrices in Mathematica, 12th IEEE Mediterranean Conference
on Control and Automation (MED'04), Kusadasi, 69 June 2004, Turkey.
[9] E.N. Antoniou,
S. Vologiannidis, N. Karampetakis, Linearizations of polynomial
matrices with symmetries and their applications, Proc. of the Joint
2005 International Symposium on Intelligent Control & 13th Mediterranean
Conference on Control and Automation (2005 ISICMED), June 2005,
Limassol, Cyprus. (Presentation available in PDF,
PPT)
[10] Antonis Vardulakis, Nikos Karampetakis, Efstathios Antoniou, Stavros Vologiannidis, A Mathematicabased Package for Descriptor Systems, 9th IEEE International Symposium on ComputerAided Control System Design, September 35, 2008, San Antonio, Texas (USA).
[11] N. Karampetakis, E.N. Antoniou, A.I.G. Vardulakis, S. Vologiannidis, Symbolic Computations on Rings of Rational Functions and Applications in Control Engineering, Eurocast 2009 Workshop on Intelligent Information Processing, 15/2/2009 – 20/2/2009, Las Palmas de Gran Canaria, Spain.
[12] S. Vologiannidis, E.N. Antoniou, A permuted factors approach for the
linearization of polynomial matrices, Applied Linear Algebra 2010, 2428 May 2010, Novisad, Serbia. (presentation)
[13] S. Vologiannidis, E.N. Antoniou, Extended Fiedler linearizations and eigenvector recovery, 17th ILAS Conference, August 22 to August 26, 2011, Technical University of Braunschweig, Germany.

Internal reports 


