Raquel Pinto
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Assistant Professor Department of Mathematics University of Aveiro Campus universitário
de Santiago 3810-193 Aveiro Portugal Phone: 234370682 E-mail: raquel@ua.pt |
Books
(editor)
[1] Coding Theory and Applications, 4th International Castle Meeting, Palmela Castle, Portugal, September 15-18, 2014. Editors:
Raquel Pinto, Paula Rocha Malonek, Paolo Vettori. CIM Series
in Mathematical Sciences, 2015. ISBN: 978-3-319-17295-8 /
978-3-319-36552-7. DOI: 10.1007/978-3-319-17296-5.
[2] Guest Editor of Advances in Mathematics of Communications (AMC),
Special issue on 4ICMCTA 2014, 10(11), February, 2016.
Papers
[24] P. Almeida, D.
Napp, R. Pinto. MDS
2D convolutional codes with optimal 1D horizontal projections.
Designs, Codes and Cryptography, 2017.(doi:10.1007/s10623-017-0357-1)
[23] D. Napp, R. Pinto, V. Sidorenko. Concatenation of
convolutional codes and rank metric codes for multi-shot network coding.
Designs, Codes and Cryptography, 2017 (doi:10.1007/s10623-017-0346-4).
[22] P. Almeida, D. Napp, R. Pinto. On Optimal
Extended Row Distance Profile. Applied and
Computational Matrix Analysis in the series Proceedings of Mathematics &
Statistics, 3, pp. 67 - 77. Springer Verlag,
2017.
[21] Kuijper, M, Pinto, R. An iterative algorithm for parametrization of
shortest length linear shift registers over finite chain rings. Designs, Codes,
and Cryptography, 83(2), 2017, pp. 283-305 - 23 (URI: http://hdl.handle.net/11343/113932,
DOI: 10.1007/s10623-016-0226-3).
[20] M. El Oued, D. Napp, R. Pinto, M. Toste.
The Dual of Convolutional Codes Over Zpr. Applied and Computational Matrix Analysis. Springer Verlag, 2017.
[19] D. Napp, R.
Pinto, M. Toste. On MDS convolutional codes over Zpr.
Designs Codes and Cryptography, DOI 10.100, 2016, 1-14 (http://ria.ua.pt/handle/10773/16187).
[18] J.J. Climent, D.
Napp, C. Perea, R. Pinto. Maximum Distance Separable 2D Convolutional Codes. IEEE Transactions on Information Theory, 62(2), 2016,
669-680 . (http://hdl.handle.net/10773/15106).
[17] E. Fornasini, T.
Pinho, R. Pinto, P. Rocha: Composition codes. Advances in Mathematics of Communication, 10(1), 2016,
163-177 (http://hdl.handle.net/10773/16612).
[16] J.J. Climent, D. Napp, R. Pinto, R. Simões:
Decoding of 2D convolutional codes over the erasure channel. Advances
in Mathematics of Communication, 10(1), 2016, 179-193 (http://hdl.handle.net/10773/16612).
[15] P. Almeida, D. Napp, R. Pinto. Superregular matrices and applications
to convolutional codes. Linear Algebra and its Applications, Volume 499,
2016, Pages 1-25.
[14] C. Cruz, A. Breda., R. Pinto, Packing of R^2 by
Crosses. Mathematica
Slovaca,
65(5), 2015, 935-956.
[13] P. Almeida, D.
Napp, R. Pinto. From
1D Convolutional Codes to 2D Convolutional Codes of Rate 1/n. Raquel Pinto
Paula Rocha Malonek Paolo Vettori, Coding Theory. and Applications – CIM Series
in Mathematical Sciences, volume 3, 115-123, Springer, Switzerland, 2015, pp
25-33.
[12] J.J. Climent, D.
Napp, R. Pinto, R. Simões. Burst
Erasure Correction of 2D Convolutional Codes. Raquel Pinto Paula Rocha Malonek
Paolo Vettori, Coding Theory and Applications - CIM Series in Mathematical
Sciences, volume 3, 115-123, Springer, Switzerland, 2015 (http://hdl.handle.net/10773/15002
).
[11] E. Fornasini, T.
Pinho, R. Pinto, P. Rocha. Minimal Realizations of Syndrome Formers of a Special
Class of 2D Code.
Raquel Pinto, Paula Rocha Malonek, Paolo Vettori, Coding Theory and
Applications. Volume 3 of the series CIM Series in Mathematical Sciences,
185-193, Springer International Publishing, Switzerland, 2015.
[10] T. Pinho, R.
Pinto, P. Rocha. Realization of 2D convolutional codes of rate 1/n by
separable Roesser models. Design, Codes and Cryptography, 70, 2014, 241-250.
[9] P. Almeida, D. Napp, R. Pint., A new class of superregular matrices and MDP convolutional codes. Linear Algebra and its Applications, Volume 439,
Issue 7, 1 October 2013, Pages 2145-2157.
[8] J.J. Climent, D.
Napp, C. Perea, R. Pinto. A construction of MDS 2D convolutional codes of rate
1/n based on superregular matrices. Linear Algebra and its
Applications, 437, 2012, 766-780 (http://www.sciencedirect.com/science/article/pii/S0024379512002042).
[7] D. Napp, C.
Perea, R. Pinto. Input-state-output representations and constructions
of finite-support 2D convolutional codes. Advances in Mathematics of Communications, Volume: 4 Issue 4, Pages 533-545, 2010.
[6] M. Kuijper, R. Pinto. On minimality
of convolutional ring encoders. IEEE Transactions on
Information Theory, 55 (11), 4890-4897, 2009.
[5] M. Kuijper, R. Pinto. Minimal trellis construction
finite support convolutional ring codes. Angela Barbero (Ed.), Coding
Theory and Applications in Lecture Notes in Computer Science 5228, 95-106,
Springer - Verlag, Berlin / Heidelberg, 2008.
[4] E. Fornasini, R. Pinto. Code decomposition in the
analysis of a convolutional code. Boletín de la
Sociedad Matematica
Espanola, 42: 183-193, 2008.
[3] M. Kuijper, R. Pinto, J. W. Polderman. The
predictable degree property and row reducedness for
systems over a finite ring", Linear Algebra and its Applications, 425,
776-769, 2007.
[2] E. Fornasini, M.E.Valcher, R Pinto, A Polynomial Matrix Approach to the Structural Properties of
2D Positive Systems. Linear Algebra and its Applications;
413, 458-473, 2006.
[1] E. Fornasini, R. Pinto. Matrix Fraction
Descriptions in Convolutional Coding. Linear Algebra
and its Applications, 392, 119-158, 2004.
Refereed
conference papers
[19] Diego Napp, Raquel Pinto, Joachim Rosenthal, Paolo Vettori. MRD
rank metric convolutional codes. ISIT 2017 - IEEE International Symposium on
Information Theory, Rudolf Mathar Gerhard Kramer,
2771-2775, Aachen, Germany, 2017.
[18] Diego Napp,
Raquel Pinto, Joachim Rosenthal, Paolo Vettori. Rank-metric convolutional
codes. MTNS2016 - the 22nd International Symposium on Mathematical Theory
of Networks and Systems, Tryphon T. Georgiou,
361-363, Minneapolis, 2016.
[17] Diego Napp,
Raquel Pinto, Rita Simões. Input-state-output representations of concatenated 2D
convolutional codes. CONTROLO
2016. Proceedings of the 12th Portuguese Conference on Automatic
Control, Paulo Garrido
Filomena Soares Ant_onio Paulo Moreira, 3-12,
Guimarães - Portugal, 2016 (http://hdl.handle.net/10773/16185).
[16] Climent, J.J.,
Napp, D., Pinto, R., Simões, R.. Series
concatenation of 2D convolutional codes. IEEE 9th International Workshop on
Multidimensional (nD) Systems (nDS), 2015, Azevedo
Perdicoulis, T-P Galkowski, K. Rogers, E, 1-6, Vila
Real - Portugal, 2015 (http://hdl.handle.net/10773/16680).
[15] Telma Pinho,
Raquel Pinto, Paula Rocha. Minimal realizations of a special class of 2D codes. International Symposium on the Mathematical Theory of
Networks and Systems - MTNS 2014, Arjan van der Schaft Harry Trentelman Jacquelien Scherpen Claudio De
Persis , 1-6, Groningen, The Netherlands, 2014.
[14] Telma Pinho,
Raquel Pinto, Paula Rocha. Minimal State-Space Realizations of Convolutional
Codes. 11th
Portuguese Conference on Automatic Control CONTROLO 2014, António
Paulo Moreira Aníbal Matos, 1-10, Porto, Portugal, 2014.
[13] J.J. Climent, D.
Napp, C. Perea, R. Pinto. MDS 2D convolutional codes. 20th International Symposium on the Mathematical
Theory of Networks and Systems - MTNS 2012, I. Mareels,
M. Kuijper, 1-5, Melbourne, Australia, 2012.
[12] J.J. Climent, D.
Napp, C. Perea, R. Pinto. Maximum
Distance Separable 2D Convolutional Codes of Rate 1/n. 3rd International Castle
Meeting on Coding Theory and Applications, J. Borges and M. Villanueva, 93-97,
Cardona, 2011.
[11] T. Pinho, R.
Pinto, P. Rocha. Minimal
Realizations of a 2D Convolutional Code of Rate 1/n by
Separable Roesser Models. 3rd International Castle
Meeting on Coding Theory and Applications, J. Borges and M. Villanueva, 219-224,
Cardona, 2011.
[10] D. Napp, C.
Perea, R. Pinto. Column
distances for 2D-convolutional codes. 17th International
Symposium on Mathematical Theory of Network and Systems (MTNS), Budapest, 2010.
[9] M. Kuijper, R. Pinto. Minimal state diagrams for controllable
behaviors over finite rings. 8-th Portuguese Conference on Automatic Control,
Controlo 2008, José Boaventura, 881-886, Vila Real, Portugal, 2008.
[8] M. Kuijper, R. Pinto. Parametrization of linear
recurrence relations by row reduction for sequences over a finite ring.
Eighteen International Symposium on the Mathematical Theory of Networks
(MTNS2008), Joseph A. Ball, 1-12, Virginia, EUA, 2008.
[7] M. Kuijper, R. Pinto, J. W. Polderman. Row reduced representations
of behaviors over finite rings. 46th IEEE Conference on Decision and Control,
James C. Spall , 6 pp, New Orleans, USA, 2007.
[6] M. Kuijper, R. Pinto, J.W. Polderman and P. Rocha. Autonomicity and the absence of free variables for behaviors over finite rings.
Proceedings of the 7th Portuguese Conference on Automatic Control, Lisbon, July
11-13, 2006.
[5] M. Kuijper, R. Pinto and J.W. Polderman. Kernel Representations for
Behaviors over Finite Rings. Proceedings of the 17th
International Symposium on the Mathematical Theory of Networks and Systems,
MTNS2006, pp. 2494 2503, Kyoto, 2006.
[4] E.Fornasini, M.E. Valcher e R. Pinto. A polynomial
matrix approach to the structural properties of positive 2D systems. Proceedings of the Joint IEEE
ISIC-Med05 Conference, pp. 767,772, Cipro, 2005.
[3] E. Fornasini, R. Pinto. Bilateral Convolutional
Codes over a Finite Field. Proceedings of the
Sixteenth International Symposium on the Mathematical Theory of Networks and
Systems, MTNS2004, Leuven, 2004.
[2] E. Fornasini, R.
Pinto. Code Decomposition. Proceedings
of the 6th Portuguese Conference on Automatic Control, June 7-11, Faro, pp. 226
231, 2004.
[1] E. Fornasini, R. Pinto. State Space and Polynomial
Matrix Parametrization of Minimal Convolutional Encoders. Proceedings of
the European Control Conference, September 4-7, 2001.
M. Sc. Students
Ilídio Mendes
Moreira, Criptografia de Chave pública com base em códigos, University
of Aveiro, 2012.
Telma Pinho,
Realizações parciais de sistemas discretos, University
of Aveiro, 2009.
Ph.D.
Students
Marisa Toste, Distance properties of convolutional codes over Zpr, University of Aveiro,
2016.
Catarina Cruz, The non-existence of perfect 2-error correcting Lee codes
of word length 7 over Z , University of Aveiro, 2016.
Telma Pinho, Minimal state-space realizations of 2D convolutional codes,
University
of
Aveiro, 2016.