Selected Research Articles
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M. Ahmadnasab and P.J. Psarrakos:
Homotopic deviation theory for regular matrix pencils.
Linear and Multilinear Algebra 72, 2024, 1470-1496.
[pdf]
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D. Kodokostas and S. Lambropoulou:
Knot invariants for rail knotoids.
Journal of Knot Theory and its Ramifications 32, 2023, no. 6.
[pdf]
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Ch. Chorianopoulos and P. Psarrakos:
On the shell and the shell-extremal eigenvalues of a square matrix.
Linear Algebra and its Applications 665, 2023, 354-381.
[pdf]
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J.C. Baez, K. Courser and C. Vasilakopoulou:
Structured versus Decorated Cospans.
Compositionality 4, 2022, 1-39.
[pdf]
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G. Katsouleas, V. Panagakou and P. Psarrakos:
A note on the boundary of the Birkhoff-James epsilon-orthogonality
sets.
Electronic Journal of Linear Algebra 38, 2022, 32-48.
[pdf]
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M. Buckley, T. Fieremans, C. Vasilakopoulou and J. Vercruysse:
Oplax Hopf algebras.
Higher Structures 5, 2021, 71-120.
[pdf]
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M. Manouras, S. Lambropoulou and L.H. Kauffman:
Finite type invariants for knotoids.
European Journal of Combinatorics 98, 2021, article 103402 (38 pages).
[pdf]
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G. Bakirtzis, C.H. Fleming and C. Vasilakopoulou:
Categorical semantics of cyber-physical systems theory.
ACM Transactions on Cyber-Physical Systems 5, 2021, article 32 (32 pages).
[pdf]
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M. Chlouveraki, D. Goundaroulis, A. Kontogeorgis and S. Lambropoulou:
A generalized skein relation for Khovanov homology and a categorification of the theta-invariant.
Proceedings of the Royal Society of Edinburgh 115, 2021, 1731-1757.
[pdf]
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M. Buckley, T. Fieremans, C. Vasilakopoulou and J. Vercruysse:
A Larson-Sweedler theorem for Hopf V-categories.
Advances in Mathematics 376, 2021, article 107456 (64 pages).
[pdf]
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N. Gugumcu and S. Lambropoulou:
Braidoids.
Israel Journal of Mathematics 242, 2021, 955-995.
[pdf]
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V. Panagakou, P. Psarrakos and N. Yannakakis:
A Birkhoff-James cosine function for normed linear spaces.
Aequationes Mathematicae 95, 2021, 889-914.
[pdf]
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G. Katsouleas, V. Panagakou and P. Psarrakos:
Eigenvalue estimates via pseudospectra.
Mathematics 9, 2021, article 1729 (18 pages).
[pdf]