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Svjetlan Feretic

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2021
[j9]
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Svjetlan Feretic:
The perimeter generating function for nondirected diagonally convex polyominoes. Discret. Math. 344(2): 112213 (2021)
2012
[j8]
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  - journals/arsmc/Feretic12
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Svjetlan Feretic:
Polyominoes with nearly convex columns: A semi-directed model. Ars Math. Contemp. 5(1): 107-126 (2012)
2007
[j7]
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Svjetlan Feretic:
A Perimeter Enumeration of Column-convex Polyominoes. Discret. Math. Theor. Comput. Sci. 9(1) (2007)
2004
[j6]
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Svjetlan Feretic:
A q-enumeration of convex polyominoes by the festoon approach. Theor. Comput. Sci. 319(1-3): 333-356 (2004)
2002
[j5]
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Svjetlan Feretic:
A q-enumeration of directed diagonally convex polyominoes. Discret. Math. 246(1-3): 99-109 (2002)
[j4]
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Emeric Deutsch, Svjetlan Feretic, Marc Noy:
Diagonally convex directed polyominoes and even trees: a bijection and related issues. Discret. Math. 256(3): 645-654 (2002)
2000
[j3]
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Svjetlan Feretic:
An alternative method for q-counting directed column-convex polyominoes. Discret. Math. 210(1-3): 55-70 (2000)
1998
[j2]
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Svjetlan Feretic:
A new way of counting the column-convex polyominoes by perimeter. Discret. Math. 180(1-3): 173-184 (1998)
1996
[j1]
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Svjetlan Feretic, Dragutin Svrtan:
Combinatorics of diagonally convex directed polyominoes. Discret. Math. 157(1-3): 147-168 (1996)

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