Дельтоїд (Ukrainian Wikipedia)

Analysis of information sources in references of the Wikipedia article "Дельтоїд" in Ukrainian language version.

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mathscinet.ams.org

Charter, Kevin; Rogers, Thomas (1993), The dynamics of quadrilateral folding, Experimental Mathematics, 2 (3): 209—222, doi:10.1080/10586458.1993.10504278, MR 1273409
Grünbaum, B. (1960), On polyhedra in $E^{3}$ having all faces congruent, Bulletin of the Research Council of Israel, 8F: 215–218 (1960), MR 0125489
Audet, Charles; Hansen, Pierre; Svrtan, Dragutin (2021), Using symbolic calculations to determine largest small polygons, Journal of Global Optimization, 81 (1): 261—268, doi:10.1007/s10898-020-00908-w, MR 4299185, S2CID 203042405
Alsina, Claudi; Nelsen, Roger B. (2020), Section 3.4: Kites, A Cornucopia of Quadrilaterals, The Dolciani Mathematical Expositions, т. 55, Providence, Rhode Island: MAA Press and American Mathematical Society, с. 73—78, ISBN 978-1-4704-5312-1, MR 4286138; see also antiparallelograms, p. 212
Chazelle, Bernard; Karntikoon, Kritkorn; Zheng, Yufei (2022), A geometric approach to inelastic collapse, Journal of Computational Geometry, 13 (1): 197—203, doi:10.20382/jocg.v13i1a7, MR 4414332

arxiv.org

Smith, David; Myers, Joseph Samuel; Kaplan, Craig S.; Goodman-Strauss, Chaim (19 березня 2023). An aperiodic monotile. arXiv:2303.10798 [cs, math]. Процитовано 27 березня 2023.

books.google.com

Alsina, Claudi; Nelsen, Roger B. (2020), Section 3.4: Kites, A Cornucopia of Quadrilaterals, The Dolciani Mathematical Expositions, т. 55, Providence, Rhode Island: MAA Press and American Mathematical Society, с. 73—78, ISBN 978-1-4704-5312-1, MR 4286138; see also antiparallelograms, p. 212
De Villiers, Michael (2009), Some Adventures in Euclidean Geometry, Dynamic Mathematics Learning, с. 16, 55, ISBN 978-0-557-10295-2

bridgesmathart.org

archive.bridgesmathart.org

Fathauer, Robert (2018), Art and recreational math based on kite-tiling rosettes, у Torrence, Eve; Torrence, Bruce; Séquin, Carlo; Fenyvesi, Kristóf (ред.), Proceedings of Bridges 2018: Mathematics, Art, Music, Architecture, Education, Culture, Phoenix, Arizona: Tessellations Publishing, с. 15—22, ISBN 978-1-938664-27-4

doi.org

Charter, Kevin; Rogers, Thomas (1993), The dynamics of quadrilateral folding, Experimental Mathematics, 2 (3): 209—222, doi:10.1080/10586458.1993.10504278, MR 1273409
Ball, D. G. (1973), A generalisation of $\pi$ , The Mathematical Gazette, 57 (402): 298—303, doi:10.2307/3616052, JSTOR 3616052, S2CID 125396664
Griffiths, David; Culpin, David (1975), Pi-optimal polygons, The Mathematical Gazette, 59 (409): 165—175, doi:10.2307/3617699, JSTOR 3617699, S2CID 126325288
Audet, Charles; Hansen, Pierre; Svrtan, Dragutin (2021), Using symbolic calculations to determine largest small polygons, Journal of Global Optimization, 81 (1): 261—268, doi:10.1007/s10898-020-00908-w, MR 4299185, S2CID 203042405
Beamer, James E. (May 1975), The tale of a kite, The Arithmetic Teacher, 22 (5): 382—386, doi:10.5951/at.22.5.0382, JSTOR 41188788
Robertson, S. A. (1977), Classifying triangles and quadrilaterals, The Mathematical Gazette, 61 (415): 38—49, doi:10.2307/3617441, JSTOR 3617441, S2CID 125355481
Gardner, Martin (January 1977), Extraordinary nonperiodic tiling that enriches the theory of tiles, Mathematical Games, Scientific American, т. 236, № 1, с. 110—121, Bibcode:1977SciAm.236a.110G, doi:10.1038/scientificamerican0177-110, JSTOR 24953856
Chazelle, Bernard; Karntikoon, Kritkorn; Zheng, Yufei (2022), A geometric approach to inelastic collapse, Journal of Computational Geometry, 13 (1): 197—203, doi:10.20382/jocg.v13i1a7, MR 4414332

harvard.edu

ui.adsabs.harvard.edu

Gardner, Martin (January 1977), Extraordinary nonperiodic tiling that enriches the theory of tiles, Mathematical Games, Scientific American, т. 236, № 1, с. 110—121, Bibcode:1977SciAm.236a.110G, doi:10.1038/scientificamerican0177-110, JSTOR 24953856

jstor.org

Ball, D. G. (1973), A generalisation of $\pi$ , The Mathematical Gazette, 57 (402): 298—303, doi:10.2307/3616052, JSTOR 3616052, S2CID 125396664
Griffiths, David; Culpin, David (1975), Pi-optimal polygons, The Mathematical Gazette, 59 (409): 165—175, doi:10.2307/3617699, JSTOR 3617699, S2CID 126325288
Beamer, James E. (May 1975), The tale of a kite, The Arithmetic Teacher, 22 (5): 382—386, doi:10.5951/at.22.5.0382, JSTOR 41188788
Robertson, S. A. (1977), Classifying triangles and quadrilaterals, The Mathematical Gazette, 61 (415): 38—49, doi:10.2307/3617441, JSTOR 3617441, S2CID 125355481
Gardner, Martin (January 1977), Extraordinary nonperiodic tiling that enriches the theory of tiles, Mathematical Games, Scientific American, т. 236, № 1, с. 110—121, Bibcode:1977SciAm.236a.110G, doi:10.1038/scientificamerican0177-110, JSTOR 24953856

projecteuclid.org

Charter, Kevin; Rogers, Thomas (1993), The dynamics of quadrilateral folding, Experimental Mathematics, 2 (3): 209—222, doi:10.1080/10586458.1993.10504278, MR 1273409

semanticscholar.org

api.semanticscholar.org

Ball, D. G. (1973), A generalisation of $\pi$ , The Mathematical Gazette, 57 (402): 298—303, doi:10.2307/3616052, JSTOR 3616052, S2CID 125396664
Griffiths, David; Culpin, David (1975), Pi-optimal polygons, The Mathematical Gazette, 59 (409): 165—175, doi:10.2307/3617699, JSTOR 3617699, S2CID 126325288
Audet, Charles; Hansen, Pierre; Svrtan, Dragutin (2021), Using symbolic calculations to determine largest small polygons, Journal of Global Optimization, 81 (1): 261—268, doi:10.1007/s10898-020-00908-w, MR 4299185, S2CID 203042405
Robertson, S. A. (1977), Classifying triangles and quadrilaterals, The Mathematical Gazette, 61 (415): 38—49, doi:10.2307/3617441, JSTOR 3617441, S2CID 125355481