Poliomina (Slovenian Wikipedia)

Analysis of information sources in references of the Wikipedia article "Poliomina" in Slovenian language version.

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15doi.org

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5cobiss.net

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2arxiv.org

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2ncstrl.org

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2mit.edu

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1dmfa.si

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1unimelb.edu.au

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1ieeta.pt

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1smith.edu

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1zbmath.org

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1cornell.edu

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1santafe.edu

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ams.org

emis.ams.org

Bernini idr. (2007). Bernini, Antonio; Disanto, Filippo; Pinzani, Renzo; Rinaldi, Simone (2007), »Permutations Defining Convex Permutominoes« (PDF), Journal of Integer Sequences, 10: #07.9.7, arhivirano iz prvotnega spletišča (PDF) dne 4. marca 2016, pridobljeno 30. aprila 2016

mathscinet.ams.org

Niţică (2003), str. 205–217. Niţică, Viorel (2003), »Rep-tiles revisited«, MASS selecta, Providence, RI: Ameriška matematična zveza, str. 205–217, MR 2027179

arxiv.org

Jensen (2001). Jensen, Iwan (Februar 2001), »Enumerations of Lattice Animals and Trees«, Journal of Statistical Physics, 102 (3–4): 865–881, arXiv:cond-mat/0007239, doi:10.1023/A:1004855020556
Guo; Zeng (2004). Guo, Victor J. W.; Zeng, Jiang (16. marec 2004), The Number of Convex Polyominoes and the Generating Function of Jacobi Polynomials, arXiv:math/0403262

books.google.com

Picciotto (1999), str. 208. Picciotto, Henri (1999), Geometry Labs, MathEducationPage.org

cflmath.com

Reid (2011). Reid, Michael (24. september 2011), References for Rectifiable Polyominoes (v angleščini), pridobljeno 11. maja 2007
Reid (2005). Reid, Michael (9. april 2005), List of known prime rectangles for various polyominoes (v angleščini), pridobljeno 11. maja 2007

cobiss.net

plus.cobiss.net

Tavzes (2002), str. 900. Tavzes, Miloš, ur. (2002). Veliki slovar tujk. Ljubljana: Cankarjeva založba. COBISS 121003520. ISBN 961-231-271-0. {{navedi enciklopedijo}}: Manjkajoč ali prazen |title= (pomoč)
Grünbaum; Shephard (1987). Grünbaum, Branko; Shephard, Geoffrey Colin (1987), Tilings and Patterns, New York: W. H. Freeman and Company, COBISS 39467777, ISBN 0-7167-1193-1
Wilf (1994), str. 151. Wilf, Herbert Saul (1994), Generatingfunctionology (2. izd.), Boston, MA: Academic Press, COBISS 9026644, ISBN 0-12-751956-4, Zbl 0831.05001
Stanley (1999). Stanley, Richard Peter (1999), Enumerative Combinatorics, Vol. 2, Cambridge University Press, COBISS 8643417, ISBN 0-521-56069-1
Grünbaum; Shephard (1987), § 9.4. Grünbaum, Branko; Shephard, Geoffrey Colin (1987), Tilings and Patterns, New York: W. H. Freeman and Company, COBISS 39467777, ISBN 0-7167-1193-1

cornell.edu

math.cornell.edu

Leroux; Rassart (2000). Leroux, Pierre; Rassart, Etienne (21. marec 2000), Enumeration of Symmetry Classes of Parallelogram Polyominoes (PDF)

dmfa.si

Potočnik (2002). Potočnik, Aleksander (2002), »Polinomine«, Brihtnež, 0 (1): 4–7

doi.org

Redelmeier (1981). Redelmeier, D. Hugh (1981), »Counting polyominoes: yet another attack«, Discrete Mathematics, 36: 191–203, doi:10.1016/0012-365X(81)90237-5
Redelmeier (1981), § 3. Redelmeier, D. Hugh (1981), »Counting polyominoes: yet another attack«, Discrete Mathematics, 36: 191–203, doi:10.1016/0012-365X(81)90237-5
Redelmeier (1981), § 4 in § 6. Redelmeier, D. Hugh (1981), »Counting polyominoes: yet another attack«, Discrete Mathematics, 36: 191–203, doi:10.1016/0012-365X(81)90237-5
Jensen (2001). Jensen, Iwan (Februar 2001), »Enumerations of Lattice Animals and Trees«, Journal of Statistical Physics, 102 (3–4): 865–881, arXiv:cond-mat/0007239, doi:10.1023/A:1004855020556
Conway (1995). Conway, Andrew (1995), »Enumerating 2D percolation series by the finite-lattice method: theory«, Journal of Physics. A. Mathematical and General, 28 (2): 335–349, doi:10.1088/0305-4470/28/2/01
Jensen; Guttmann (2000). Jensen, Iwan; Guttmann, Anthony John (2000), »Statistics of lattice animals (polyominoes) and polygons«, Journal of Physics. A. Mathematical and General, 33: L257–L263, doi:10.1088/0305-4470/33/29/102
Bousquet-Mélou (1998). Bousquet-Mélou, Mireille (1998), »New enumerative results on two-dimensional directed animals«, Discrete Mathematics, 180 (1–3): 73–106, doi:10.1016/S0012-365X(97)00109-X
Delest (1988). Delest, Marie-Pierre (1988), »Generating functions for column-convex polyominoes«, Journal of Combinatorial Theory. Series A, 48 (1): 12–31, doi:10.1016/0097-3165(88)90071-4
Bousquet-Mélou; Fédou (1995). Bousquet-Mélou, Mireille; Fédou, Jean-Marc (1995), »The generating function of convex polyominoes: The resolution of a q-differential system«, Discrete Mathematics, 137 (1–3): 53–75, doi:10.1016/0012-365X(93)E0161-V
Delest; Viennot (1984). Delest, Marie-Pierre; Viennot, Gérard (1984), »Algebraic languages and polyominoes enumeration«, Theoretical Computer Science, 34: 169–206, doi:10.1016/0304-3975(84)90116-6
Golomb (1970). Golomb, Solomon Wolf (1970), »Tiling with Sets of Polyominoes«, Journal of Combinatorial Theory, 9 (1): 60–71, doi:10.1016/S0021-9800(70)80055-2
Golomb (1966). Golomb, Solomon Wolf (1966), »Tiling with Polyominoes«, Journal of Combinatorial Theory, 1 (2): 280–296, doi:10.1016/S0021-9800(66)80033-9
Rawsthorne (1988). Rawsthorne, Daniel A. (1988), »Tiling complexity of small n-ominoes (N < 10)«, Discrete Mathematics, 70 (1): 71–75, doi:10.1016/0012-365X(88)90081-7
Keating; Vince (1999). Keating, K.; Vince, A. (1999), »Isohedral Polyomino Tiling of the Plane«, Discrete & Computational Geometry, 21 (4): 615–630, doi:10.1007/PL00009442
Rhoads (2005). Rhoads, Glenn C. (2005), »Planar tilings by polyominoes, polyhexes, and polyiamonds«, Journal of Computational and Applied Mathematics, 174 (2): 329–353, doi:10.1016/j.cam.2004.05.002

ieeta.pt

Oliveira e Silva (2015). Oliveira e Silva, Tomás (28. december 2015), Animal enumerations on the {4,4} Euclidean tiling (v angleščini), pridobljeno 6. maja 2007

iread.it

Resta (2009). Resta, Giovanni (2009), Polypolyominoes (v angleščini), pridobljeno 27. avgusta 2015

mit.edu

www-math.mit.edu

Björner; Stanley (2010), str. 36. Björner, Anders; Stanley, Richard P. (2010), A Combinatorial Miscellany (PDF)
Stanley (1999). Stanley, Richard Peter (1999), Enumerative Combinatorics, Vol. 2, Cambridge University Press, COBISS 8643417, ISBN 0-521-56069-1

monmouth.com

userpages.monmouth.com

Zucca (2014). Zucca, Livio (11. november 2014), Triple Pentominoes (v angleščini), pridobljeno 27. avgusta 2015

ncstrl.org

historical.ncstrl.org

Klarner; Rivest (1973). Klarner, David Anthony; Rivest, Ronald Linn (1973), »A procedure for improving the upper bound for the number of n-ominoes« (PDF), Canadian Journal of Mathematics, 25: 585–602, arhivirano iz prvotnega spletišča (različica tehniškega poročila PDF) dne 26. novembra 2006, pridobljeno 11. maja 2007
Klarner (1973). Klarner, David Anthony (Februar 1973), A Finite Basis Theorem Revisited (PDF), Stanford University Technical Report STAN-CS-73–338, arhivirano iz prvotnega spletišča (PDF) dne 23. oktobra 2007, pridobljeno 12. maja 2007

santafe.edu

Moore; Robson (2001). Moore, Cristopher; Robson, John Michael (2001), Hard Tiling Problems with Simple Tiles (PDF) (v angleščini), arhivirano iz prvotnega spletišča (PDF) dne 17. junija 2013, pridobljeno 27. avgusta 2015

sciencenews.org

Petersen (1999). Petersen, Ivars (25. september 1999), »Math Trek: Tiling with Polyominoes«, Science News

smith.edu

maven.smith.edu

Demaine; O'Rourke (2001). Demaine, Erik D.; O'Rourke, Joseph (30. november 2001), »Problem 37: Counting Polyominoes«, The Open Problems Project (v angleščini), arhivirano iz prvotnega spletišča dne 12. septembra 2011, pridobljeno 31. avgusta 2011

unimelb.edu.au

ms.unimelb.edu.au

Jensen (2009). Jensen, Iwan (11. april 2009), Series for lattice animals or polyominoes (v angleščini), arhivirano iz prvotnega spletišča dne 12. junija 2007, pridobljeno 6. maja 2007

web.archive.org

Jensen (2009). Jensen, Iwan (11. april 2009), Series for lattice animals or polyominoes (v angleščini), arhivirano iz prvotnega spletišča dne 12. junija 2007, pridobljeno 6. maja 2007
Demaine; O'Rourke (2001). Demaine, Erik D.; O'Rourke, Joseph (30. november 2001), »Problem 37: Counting Polyominoes«, The Open Problems Project (v angleščini), arhivirano iz prvotnega spletišča dne 12. septembra 2011, pridobljeno 31. avgusta 2011
Klarner; Rivest (1973). Klarner, David Anthony; Rivest, Ronald Linn (1973), »A procedure for improving the upper bound for the number of n-ominoes« (PDF), Canadian Journal of Mathematics, 25: 585–602, arhivirano iz prvotnega spletišča (različica tehniškega poročila PDF) dne 26. novembra 2006, pridobljeno 11. maja 2007
Bernini idr. (2007). Bernini, Antonio; Disanto, Filippo; Pinzani, Renzo; Rinaldi, Simone (2007), »Permutations Defining Convex Permutominoes« (PDF), Journal of Integer Sequences, 10: #07.9.7, arhivirano iz prvotnega spletišča (PDF) dne 4. marca 2016, pridobljeno 30. aprila 2016
Klarner (1973). Klarner, David Anthony (Februar 1973), A Finite Basis Theorem Revisited (PDF), Stanford University Technical Report STAN-CS-73–338, arhivirano iz prvotnega spletišča (PDF) dne 23. oktobra 2007, pridobljeno 12. maja 2007
Moore; Robson (2001). Moore, Cristopher; Robson, John Michael (2001), Hard Tiling Problems with Simple Tiles (PDF) (v angleščini), arhivirano iz prvotnega spletišča (PDF) dne 17. junija 2013, pridobljeno 27. avgusta 2015
Mireles (2003). Mireles, Jorge Luis (30. november 2003), Poly²ominoes (v angleščini), arhivirano iz prvotnega dne 27. oktobra 2009, pridobljeno 27. avgusta 2015{{citation}}: Vzdrževanje CS1: bot: neznano stanje prvotnega URL-ja (povezava)

zbmath.org

Wilf (1994), str. 151. Wilf, Herbert Saul (1994), Generatingfunctionology (2. izd.), Boston, MA: Academic Press, COBISS 9026644, ISBN 0-12-751956-4, Zbl 0831.05001