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List of mathematical artists

January 01, 1970

This is a list of artists who actively explored mathematics in their artworks.[3] Art forms practised by these artists include painting, sculpture, architecture, textiles and origami.

Broken lances lying along perspective lines[1] in Paolo Uccello's The Battle of San Romano, 1438
Small stellated dodecahedron, from De divina proportione by Luca Pacioli, woodcut by Leonardo da Vinci. Venice, 1509
Albrecht Dürer's 1514 engraving Melencolia, with a truncated triangular trapezohedron and a magic square
Rencontre dans la porte tournante by Man Ray, 1922, with helix
Four-dimensional geometry in Painting 2006-7 by Tony Robbin
Quintrino by Bathsheba Grossman, 2007, a sculpture with dodecahedral symmetry
Heart by Hamid Naderi Yeganeh, 2014, using a family of trigonometric equations[2]
"Angel V" of Mikołaj Jakub Kosmalski - A cubic curve formed on a finite set of points generated by a parametric formula using trigonometric functions and operations on complex numbers

Some artists such as Piero della Francesca and Luca Pacioli went so far as to write books on mathematics in art. Della Francesca wrote books on solid geometry and the emerging field of perspective, including De Prospectiva Pingendi (On Perspective for Painting), Trattato d’Abaco (Abacus Treatise), and De corporibus regularibus (Regular Solids),[4][5][6] while Pacioli wrote De divina proportione (On Divine Proportion), with illustrations by Leonardo da Vinci, at the end of the fifteenth century.[7]

Merely making accepted use of some aspect of mathematics such as perspective does not qualify an artist for admission to this list.

The term "fine art" is used conventionally to cover the output of artists who produce a combination of paintings, drawings and sculptures.

List edit

Further information: mathematics and art
Mathematical artists
Artist Dates Artform Contribution to mathematical art
Calatrava, Santiago 1951– Architecture Mathematically-based architecture[3][8]
Della Francesca, Piero 1420–1492 Fine art Mathematical principles of perspective in art;[9] his books include De prospectiva pingendi (On perspective for painting), Trattato d’Abaco (Abacus treatise), and De corporibus regularibus (Regular solids)
Demaine, Erik and Martin 1981– Origami "Computational origami": mathematical curved surfaces in self-folding paper sculptures[10][11][12]
Dietz, Ada 1882–1950 Textiles Weaving patterns based on the expansion of multivariate polynomials[13]
Draves, Scott 1968– Digital art Video art, VJing[14][15][16][17][18]
Dürer, Albrecht 1471–1528 Fine art Mathematical theory of proportion[19][20]
Ernest, John 1922–1994 Fine art Use of group theory, self-replicating shapes in art[21][22]
Escher, M. C. 1898–1972 Fine art Exploration of tessellations, hyperbolic geometry, assisted by the geometer H. S. M. Coxeter[19][23]
Farmanfarmaian, Monir 1922–2019 Fine art Geometric constructions exploring the infinite, especially mirror mosaics[24]
Ferguson, Helaman 1940– Digital art Algorist, Digital artist[3]
Forakis, Peter 1927–2009 Sculpture Pioneer of geometric forms in sculpture[25][26]
Grossman, Bathsheba 1966– Sculpture Sculpture based on mathematical structures[27][28]
Hart, George W. 1955– Sculpture Sculptures of 3-dimensional tessellations (lattices)[3][29][30]
Radoslav Rochallyi 1980– Fine art Equations-inspired mathematical visual art including mathematical structures.[31][32]
Hill, Anthony 1930– Fine art Geometric abstraction in Constructivist art[33][34]
Leonardo da Vinci 1452–1519 Fine art Mathematically-inspired proportion, including golden ratio (used as golden rectangles)[19][35]
Longhurst, Robert 1949– Sculpture Sculptures of minimal surfaces, saddle surfaces, and other mathematical concepts[36]
Man Ray 1890–1976 Fine art Photographs and paintings of mathematical models in Dada and Surrealist art[37]
Naderi Yeganeh, Hamid 1990– Fine art Exploration of tessellations (resembling rep-tiles)[38][39]
Pacioli, Luca 1447–1517 Fine art Polyhedra (e.g. rhombicuboctahedron) in Renaissance art;[19][40] proportion, in his book De divina proportione
Perry, Charles O. 1929–2011 Sculpture Mathematically-inspired sculpture[3][41][42]
Robbin, Tony 1943– Fine art Painting, sculpture and computer visualizations of four-dimensional geometry[43]
Saiers, Nelson 2014– Fine art Mathematical concepts (toposes, Brown representability, Euler's identity, etc) play a central role in his artwork.[44][45][46]
Séquin, Carlo 1941– Digital art computer graphics, geometric modelling, and sculpture[47][48][49]
Sugimoto, Hiroshi 1948– Photography,
sculpture		 Photography and sculptures of mathematical models,[50] inspired by the work of Man Ray [51] and Marcel Duchamp[52][53]
Taimina, Daina 1954– Textiles Crochets of hyperbolic space[54]
Thorsteinn, Einar 1942–2015 Architecture Mathematically-inspired sculpture and architecture with polyhedral, spherical shapes and tensile structures [55][56]
Uccello, Paolo 1397–1475 Fine art Innovative use of perspective grid, objects as mathematical solids (e.g. lances as cones)[57][58]
Kosmalski, Mikołaj Jakub 1986 Digital art Exploration of spreadsheet software capabilities (OO Calc and MS Excel), generation of finite sets of points by parametric formulas, connecting these points by curved (usually cubic) and broken lines.[59]
Verhoeff, Jacobus 1927–2018 Sculpture Escher-inspired mathematical sculptures such as lattice configurations and fractal formations[3][60]
Widmark, Anduriel 1987– Sculpture Geometric glass sculpture using tetrastix, and knot theory[61][62]

References edit

  1. ^ Benford, Susan. "Famous Paintings: The Battle of San Romano". Masterpiece Cards. Retrieved 8 June 2015.
  2. ^ "Mathematical Imagery: Mathematical Concepts Illustrated by Hamid Naderi Yeganeh". American Mathematical Society. Retrieved 8 June 2015.
  3. ^ a b c d e f "Monthly essays on mathematical topics: Mathematics and Art". American Mathematical Society. Retrieved 7 June 2015.
  4. ^ Piero della Francesca, De Prospectiva Pingendi, ed. G. Nicco Fasola, 2 vols., Florence (1942).
  5. ^ Piero della Francesca, Trattato d'Abaco, ed. G. Arrighi, Pisa (1970).
  6. ^ Piero della Francesca, L'opera "De corporibus regularibus" di Pietro Franceschi detto della Francesca usurpata da Fra Luca Pacioli, ed. G. Mancini, Rome, (1916).
  7. ^ Swetz, Frank J.; Katz, Victor J. "Mathematical Treasures - De Divina Proportione, by Luca Pacioli". Mathematical Association of America. Retrieved 7 June 2015.
  8. ^ Greene, Robert (20 January 2013). "How Santiago Calatrava blurred the lines between architecture and engineering to make buildings move". Arch daily. Retrieved 7 June 2015.
  9. ^ Field, J. V. (2005). Piero della Francesca. A Mathematician's Art (PDF). Yale University Press. ISBN 0-300-10342-5.
  10. ^ Yuan, Elizabeth (2 July 2014). "Video: Origami Artists Don't Fold Under Pressure". The Wall Street Journal.
  11. ^ Demaine, Erik; Demaine, Martin. "Curved-Crease Sculpture". Retrieved 8 June 2015.
  12. ^ "Erik Demaine and Martin Demaine". MoMA. Museum of Modern Art. Retrieved 8 June 2015.
  13. ^ Dietz, Ada K. (1949). (PDF). Louisville, Kentucky: The Little Loomhouse. Archived from the original (PDF) on 2016-02-22. Retrieved 2015-06-07.
  14. ^ Birch, K. (20 August 2007). . Archived from the original on 27 August 2007. Retrieved 7 June 2015.
  15. ^ Bamberger, A. (2007-01-18). "San Francisco Art Galleries - Openings". Retrieved 2008-03-11.
  16. ^ . Archived from the original on 2008-06-06. Retrieved 2008-03-11.
  17. ^ . Keyboard Magazine. April 2005. Archived from the original on 2008-04-12. Retrieved 2015-06-08.
  18. ^ Wilkinson, Alec (2004-06-07). "Incomprehensible". New Yorker Magazine.
  19. ^ a b c d "Feature Column from the AMS". American Mathematical Society. Retrieved 7 June 2015.
  20. ^ "Albrecht Dürer". University of St Andrews. Retrieved 7 June 2015.
  21. ^ Beineke, Lowell; Wilson, Robin (2010). "The Early History of the Brick Factory Problem". The Mathematical Intelligencer. 32 (2): 41–48. doi:10.1007/s00283-009-9120-4. S2CID 122588849.
  22. ^ Ernest, Paul. "John Ernest, A Mathematical Artist". University of Exeter. Retrieved 7 June 2015.
  23. ^ "M.C. Escher and Hyperbolic Geometry". The Math Explorers' Club. 2009. Retrieved 7 June 2015.
  24. ^ "BBC 100 Women 2015: Iranian artist Monir Farmanfarmaian". BBC. 26 November 2015. Retrieved 27 November 2015.
  25. ^ Smith, Roberta (17 December 2009). "Peter Forakis, a Sculptor of Geometric Forms, Is Dead at 82". The New York Times. Often consisting of repeating, flattened volumes tilted on a corner, Mr. Forakis's work had a mathematical demeanor; sometimes it evoked the black, chunky forms of the Minimalist sculptor Tony Smith.
  26. ^ "Peter Forakis, Originator of Geometry-Based Sculpture, Dies at 82". Art Daily. Retrieved 7 June 2015.
  27. ^ "The Math Geek Holiday Gift Guide". Scientific American. November 23, 2014. Retrieved June 7, 2015.
  28. ^ Hanna, Raven. "Gallery: Bathsheba Grossman". Symmetry Magazine. Retrieved 7 June 2015.
  29. ^ "George W. Hart". Bridges Math Art. Retrieved 7 June 2015.
  30. ^ "George Hart". Simons Foundation. Retrieved 7 June 2015.
  31. ^ Rochallyi, Radoslav (2021). Deanna Haunsperger (ed.). "EQUATION POETRY". Washington D.C.: Mathematical Association of America.
  32. ^ Lorenzo Bartolucci, Katherine G. T. Whatley, ed. (2021-05-08). "The World Pretends to Be Burning". Mantis, Stanford Journal of Poetry, Criticism, and Translations. (19). Stanford University: 128. ISSN 1540-4544. OCLC 49879239.
  33. ^ "Anthony Hill". Artimage. Retrieved 7 June 2015.
  34. ^ "Anthony Hill: Relief Construction 1960-2". Tate Gallery. Retrieved 7 June 2015. The artist has suggested that his constructions can best be described in mathematical terminology, thus 'the theme involves a module, partition and a progression' which 'accounts for the disposition of the five white areas and permuted positioning of the groups of angle sections'. (Letter of 24 March 1963.)
  35. ^ "Leonardo DaVinci and the Golden Section". University of Regina. Retrieved 7 June 2015.
  36. ^ Friedman, Nathaniel (July 2007). "Robert Longhurst: Three Sculptures". Hyperseeing: 9–12. The surfaces [of Longhurst's sculptures] generally have appealing sections with negative curvature (saddle surfaces). This is a natural intuitive result of Longhurst's feeling for satisfying shape rather than a mathematically deduced result.
  37. ^ "Man Ray–Human Equations A Journey from Mathematics to Shakespeare February 7 - May 10, 2015". Phillips Collection. Retrieved 7 June 2015.
  38. ^ Bellos, Alex (24 February 2015). "Catch of the day: mathematician nets weird, complex fish". The Guardian.
  39. ^ "Continents, Math Explorers' Club, and "I use math for…"". mathmunch.org. April 2015. Retrieved June 7, 2015.
  40. ^ Hart, George. "Luca Pacioli's Polyhedra". Retrieved 7 June 2015.
  41. ^ "Dodecahedron". Wolfram MathWorld. Retrieved 7 June 2015.
  42. ^ William Grimes (11 February 2011). "Charles O. Perry Dies at 81; Sculptor Inspired by Geometry". New York Times. Retrieved November 10, 2012.
  43. ^ Radcliff, Carter; Kozloff, Joyce; Kushner, Robert (2011). Tony Robbin: A Retrospective. Hudson Hills Press. ISBN 978-1-555-95367-6.
  44. ^ levi, ryan. "Alcatraz Displays Irrational Numbers & Irrationally Long Prison Sentences". kqed.
  45. ^ Mastroianni, brian (26 May 2015). "The perfect equation: Artist combines math and art". fox news.
  46. ^ Dietrich, Chris (April 2, 2016). "A Hedge Funder's Merger of Aesthetics and Math". Barron's.
  47. ^ "Carlo H. Séquin | EECS at UC Berkeley". Eecs.berkeley.edu. 2015-02-21. Retrieved 2015-03-02.
  48. ^ "curriculum vitae: Carlo H Sequin". Cs.berkeley.edu. Retrieved 2015-03-02.
  49. ^ Séquin, Carlo. "Carlo Séquin | Mathematical Art Galleries". gallery.bridgesmathart.org.
  50. ^ "Portfolio Slideshow (Mathematical Forms)". New York Times. Retrieved 9 June 2015. Mathematical Form 0009: Conic surface of revolution with constant negative curvature. x = a sinh v cos u; y = a sinh v sin u; z = ...
  51. ^ "Hiroshi Sugimoto: Conceptual Forms and Mathematical Models". Phillips Collection. Retrieved 9 June 2015.
  52. ^ "Hiroshi Sugimoto". Gagosian Gallery. Retrieved 9 June 2015. Conceptual Forms (Hypotrochoid), 2004 Gelatin silver print
  53. ^ . PBS. Archived from the original on 11 July 2015. Retrieved 9 June 2015.
  54. ^ "A Cuddly, Crocheted Klein Quartic Curve". Scientific American. 17 November 2013. Retrieved 7 June 2015.
  55. ^ Wisniewski, Katherine (May 6, 2015). "Architectural Mad Scientist Einar Thorsteinn Passes Away at 73". curbed.com. Retrieved 12 May 2015.
  56. ^ . Icelandic Times. No. 7. 2011. Archived from the original on 2015-05-27. Retrieved 14 May 2015.
  57. ^ "Paolo Uccello". J. Paul Getty Museum. Retrieved 7 June 2015.
  58. ^ "The Battle of San Romano, Paolo Uccello (c1435-60)". The Guardian. 29 March 2003. Retrieved 7 June 2015. it is his bold enjoyment of its mathematical development of shapes - the lances as long slender cones, the receding grid of broken arms on the ground, the wonderfully three-dimensional horses, the armoured men as systems of solids extrapolated in space - that makes this such a Renaissance masterpiece.
  59. ^ Artmajeur - "Mikołaj Jakub Kosmalski. Artist's website at artmajeur.com".
  60. ^ . Ars et Mathesis. Archived from the original on 10 April 2002. Retrieved 8 June 2015.
  61. ^ Widmark, Anduriel (2 April 2020). "Stixhexaknot: a symmetric cylinder arrangement of knotted glass". Journal of Mathematics and the Arts. 14 (1–2): 167–169. doi:10.1080/17513472.2020.1734517. S2CID 221057663.
  62. ^ Widmark, Anduriel (1 July 2021). Sculpture Design with Hexastix and Related Non-Intersecting Cylinder Packings. pp. 293–296. ISBN 9781938664397.

External links edit

  • Saint Louis University: List of mathematical artists, by field

January 01, 1970
list, mathematical, artists, this, list, artists, actively, explored, mathematics, their, artworks, forms, practised, these, artists, include, painting, sculpture, architecture, textiles, origami, broken, lances, lying, along, perspective, lines, paolo, uccell. This is a list of artists who actively explored mathematics in their artworks 3 Art forms practised by these artists include painting sculpture architecture textiles and origami Broken lances lying along perspective lines 1 in Paolo Uccello s The Battle of San Romano 1438 Small stellated dodecahedron from De divina proportione by Luca Pacioli woodcut by Leonardo da Vinci Venice 1509 Albrecht Durer s 1514 engraving Melencolia with a truncated triangular trapezohedron and a magic square Rencontre dans la porte tournante by Man Ray 1922 with helix Four dimensional geometry in Painting 2006 7 by Tony Robbin Quintrino by Bathsheba Grossman 2007 a sculpture with dodecahedral symmetry Heart by Hamid Naderi Yeganeh 2014 using a family of trigonometric equations 2 Angel V of Mikolaj Jakub Kosmalski A cubic curve formed on a finite set of points generated by a parametric formula using trigonometric functions and operations on complex numbers Some artists such as Piero della Francesca and Luca Pacioli went so far as to write books on mathematics in art Della Francesca wrote books on solid geometry and the emerging field of perspective including De Prospectiva Pingendi On Perspective for Painting Trattato d Abaco Abacus Treatise and De corporibus regularibus Regular Solids 4 5 6 while Pacioli wrote De divina proportione On Divine Proportion with illustrations by Leonardo da Vinci at the end of the fifteenth century 7 Merely making accepted use of some aspect of mathematics such as perspective does not qualify an artist for admission to this list The term fine art is used conventionally to cover the output of artists who produce a combination of paintings drawings and sculptures List editFurther information mathematics and art Mathematical artists Artist Dates Artform Contribution to mathematical art Calatrava Santiago 1951 Architecture Mathematically based architecture 3 8 Della Francesca Piero 1420 1492 Fine art Mathematical principles of perspective in art 9 his books include De prospectiva pingendi On perspective for painting Trattato d Abaco Abacus treatise and De corporibus regularibus Regular solids Demaine Erik and Martin 1981 Origami Computational origami mathematical curved surfaces in self folding paper sculptures 10 11 12 Dietz Ada 1882 1950 Textiles Weaving patterns based on the expansion of multivariate polynomials 13 Draves Scott 1968 Digital art Video art VJing 14 15 16 17 18 Durer Albrecht 1471 1528 Fine art Mathematical theory of proportion 19 20 Ernest John 1922 1994 Fine art Use of group theory self replicating shapes in art 21 22 Escher M C 1898 1972 Fine art Exploration of tessellations hyperbolic geometry assisted by the geometer H S M Coxeter 19 23 Farmanfarmaian Monir 1922 2019 Fine art Geometric constructions exploring the infinite especially mirror mosaics 24 Ferguson Helaman 1940 Digital art Algorist Digital artist 3 Forakis Peter 1927 2009 Sculpture Pioneer of geometric forms in sculpture 25 26 Grossman Bathsheba 1966 Sculpture Sculpture based on mathematical structures 27 28 Hart George W 1955 Sculpture Sculptures of 3 dimensional tessellations lattices 3 29 30 Radoslav Rochallyi 1980 Fine art Equations inspired mathematical visual art including mathematical structures 31 32 Hill Anthony 1930 Fine art Geometric abstraction in Constructivist art 33 34 Leonardo da Vinci 1452 1519 Fine art Mathematically inspired proportion including golden ratio used as golden rectangles 19 35 Longhurst Robert 1949 Sculpture Sculptures of minimal surfaces saddle surfaces and other mathematical concepts 36 Man Ray 1890 1976 Fine art Photographs and paintings of mathematical models in Dada and Surrealist art 37 Naderi Yeganeh Hamid 1990 Fine art Exploration of tessellations resembling rep tiles 38 39 Pacioli Luca 1447 1517 Fine art Polyhedra e g rhombicuboctahedron in Renaissance art 19 40 proportion in his book De divina proportione Perry Charles O 1929 2011 Sculpture Mathematically inspired sculpture 3 41 42 Robbin Tony 1943 Fine art Painting sculpture and computer visualizations of four dimensional geometry 43 Saiers Nelson 2014 Fine art Mathematical concepts toposes Brown representability Euler s identity etc play a central role in his artwork 44 45 46 Sequin Carlo 1941 Digital art computer graphics geometric modelling and sculpture 47 48 49 Sugimoto Hiroshi 1948 Photography sculpture Photography and sculptures of mathematical models 50 inspired by the work of Man Ray 51 and Marcel Duchamp 52 53 Taimina Daina 1954 Textiles Crochets of hyperbolic space 54 Thorsteinn Einar 1942 2015 Architecture Mathematically inspired sculpture and architecture with polyhedral spherical shapes and tensile structures 55 56 Uccello Paolo 1397 1475 Fine art Innovative use of perspective grid objects as mathematical solids e g lances as cones 57 58 Kosmalski Mikolaj Jakub 1986 Digital art Exploration of spreadsheet software capabilities OO Calc and MS Excel generation of finite sets of points by parametric formulas connecting these points by curved usually cubic and broken lines 59 Verhoeff Jacobus 1927 2018 Sculpture Escher inspired mathematical sculptures such as lattice configurations and fractal formations 3 60 Widmark Anduriel 1987 Sculpture Geometric glass sculpture using tetrastix and knot theory 61 62 References edit Benford Susan Famous Paintings The Battle of San Romano Masterpiece Cards Retrieved 8 June 2015 Mathematical Imagery Mathematical Concepts Illustrated by Hamid Naderi Yeganeh American Mathematical Society Retrieved 8 June 2015 a b c d e f Monthly essays on mathematical topics Mathematics and Art American Mathematical Society Retrieved 7 June 2015 Piero della Francesca De Prospectiva Pingendi ed G Nicco Fasola 2 vols Florence 1942 Piero della Francesca Trattato d Abaco ed G Arrighi Pisa 1970 Piero della Francesca L opera De corporibus regularibus di Pietro Franceschi detto della Francesca usurpata da Fra Luca Pacioli ed G Mancini Rome 1916 Swetz Frank J Katz Victor J Mathematical Treasures De Divina Proportione by Luca Pacioli Mathematical Association of America Retrieved 7 June 2015 Greene Robert 20 January 2013 How Santiago Calatrava blurred the lines between architecture and engineering to make buildings move Arch daily Retrieved 7 June 2015 Field J V 2005 Piero della Francesca A Mathematician s Art PDF Yale University Press ISBN 0 300 10342 5 Yuan Elizabeth 2 July 2014 Video Origami Artists Don t Fold Under Pressure The Wall Street Journal Demaine Erik Demaine Martin Curved Crease Sculpture Retrieved 8 June 2015 Erik Demaine and Martin Demaine MoMA Museum of Modern Art Retrieved 8 June 2015 Dietz Ada K 1949 Algebraic Expressions in Handwoven Textiles PDF Louisville Kentucky The Little Loomhouse Archived from the original PDF on 2016 02 22 Retrieved 2015 06 07 Birch K 20 August 2007 Cogito Interview Damien Jones Fractal Artist Archived from the original on 27 August 2007 Retrieved 7 June 2015 Bamberger A 2007 01 18 San Francisco Art Galleries Openings Retrieved 2008 03 11 Gallery representing Draves video art Archived from the original on 2008 06 06 Retrieved 2008 03 11 VJ It s not a disease Keyboard Magazine April 2005 Archived from the original on 2008 04 12 Retrieved 2015 06 08 Wilkinson Alec 2004 06 07 Incomprehensible New Yorker Magazine a b c d Feature Column from the AMS American Mathematical Society Retrieved 7 June 2015 Albrecht Durer University of St Andrews Retrieved 7 June 2015 Beineke Lowell Wilson Robin 2010 The Early History of the Brick Factory Problem The Mathematical Intelligencer 32 2 41 48 doi 10 1007 s00283 009 9120 4 S2CID 122588849 Ernest Paul John Ernest A Mathematical Artist University of Exeter Retrieved 7 June 2015 M C Escher and Hyperbolic Geometry The Math Explorers Club 2009 Retrieved 7 June 2015 BBC 100 Women 2015 Iranian artist Monir Farmanfarmaian BBC 26 November 2015 Retrieved 27 November 2015 Smith Roberta 17 December 2009 Peter Forakis a Sculptor of Geometric Forms Is Dead at 82 The New York Times Often consisting of repeating flattened volumes tilted on a corner Mr Forakis s work had a mathematical demeanor sometimes it evoked the black chunky forms of the Minimalist sculptor Tony Smith Peter Forakis Originator of Geometry Based Sculpture Dies at 82 Art Daily Retrieved 7 June 2015 The Math Geek Holiday Gift Guide Scientific American November 23 2014 Retrieved June 7 2015 Hanna Raven Gallery Bathsheba Grossman Symmetry Magazine Retrieved 7 June 2015 George W Hart Bridges Math Art Retrieved 7 June 2015 George Hart Simons Foundation Retrieved 7 June 2015 Rochallyi Radoslav 2021 Deanna Haunsperger ed EQUATION POETRY Washington D C Mathematical Association of America Lorenzo Bartolucci Katherine G T Whatley ed 2021 05 08 The World Pretends to Be Burning Mantis Stanford Journal of Poetry Criticism and Translations 19 Stanford University 128 ISSN 1540 4544 OCLC 49879239 Anthony Hill Artimage Retrieved 7 June 2015 Anthony Hill Relief Construction 1960 2 Tate Gallery Retrieved 7 June 2015 The artist has suggested that his constructions can best be described in mathematical terminology thus the theme involves a module partition and a progression which accounts for the disposition of the five white areas and permuted positioning of the groups of angle sections Letter of 24 March 1963 Leonardo DaVinci and the Golden Section University of Regina Retrieved 7 June 2015 Friedman Nathaniel July 2007 Robert Longhurst Three Sculptures Hyperseeing 9 12 The surfaces of Longhurst s sculptures generally have appealing sections with negative curvature saddle surfaces This is a natural intuitive result of Longhurst s feeling for satisfying shape rather than a mathematically deduced result Man Ray Human Equations A Journey from Mathematics to Shakespeare February 7 May 10 2015 Phillips Collection Retrieved 7 June 2015 Bellos Alex 24 February 2015 Catch of the day mathematician nets weird complex fish The Guardian Continents Math Explorers Club and I use math for mathmunch org April 2015 Retrieved June 7 2015 Hart George Luca Pacioli s Polyhedra Retrieved 7 June 2015 Dodecahedron Wolfram MathWorld Retrieved 7 June 2015 William Grimes 11 February 2011 Charles O Perry Dies at 81 Sculptor Inspired by Geometry New York Times Retrieved November 10 2012 Radcliff Carter Kozloff Joyce Kushner Robert 2011 Tony Robbin A Retrospective Hudson Hills Press ISBN 978 1 555 95367 6 levi ryan Alcatraz Displays Irrational Numbers amp Irrationally Long Prison Sentences kqed Mastroianni brian 26 May 2015 The perfect equation Artist combines math and art fox news Dietrich Chris April 2 2016 A Hedge Funder s Merger of Aesthetics and Math Barron s Carlo H Sequin EECS at UC Berkeley Eecs berkeley edu 2015 02 21 Retrieved 2015 03 02 curriculum vitae Carlo H Sequin Cs berkeley edu Retrieved 2015 03 02 Sequin Carlo Carlo Sequin Mathematical Art Galleries gallery bridgesmathart org Portfolio Slideshow Mathematical Forms New York Times Retrieved 9 June 2015 Mathematical Form 0009 Conic surface of revolution with constant negative curvature x a sinh v cos u y a sinh v sin u z Hiroshi Sugimoto Conceptual Forms and Mathematical Models Phillips Collection Retrieved 9 June 2015 Hiroshi Sugimoto Gagosian Gallery Retrieved 9 June 2015 Conceptual Forms Hypotrochoid 2004 Gelatin silver print art21 Hiroshi Sugimoto PBS Archived from the original on 11 July 2015 Retrieved 9 June 2015 A Cuddly Crocheted Klein Quartic Curve Scientific American 17 November 2013 Retrieved 7 June 2015 Wisniewski Katherine May 6 2015 Architectural Mad Scientist Einar Thorsteinn Passes Away at 73 curbed com Retrieved 12 May 2015 Ingenuity Einar Thorsteinn Icelandic Times No 7 2011 Archived from the original on 2015 05 27 Retrieved 14 May 2015 Paolo Uccello J Paul Getty Museum Retrieved 7 June 2015 The Battle of San Romano Paolo Uccello c1435 60 The Guardian 29 March 2003 Retrieved 7 June 2015 it is his bold enjoyment of its mathematical development of shapes the lances as long slender cones the receding grid of broken arms on the ground the wonderfully three dimensional horses the armoured men as systems of solids extrapolated in space that makes this such a Renaissance masterpiece Artmajeur Mikolaj Jakub Kosmalski Artist s website at artmajeur com Koos Verhoeff mathematical art Ars et Mathesis Archived from the original on 10 April 2002 Retrieved 8 June 2015 Widmark Anduriel 2 April 2020 Stixhexaknot a symmetric cylinder arrangement of knotted glass Journal of Mathematics and the Arts 14 1 2 167 169 doi 10 1080 17513472 2020 1734517 S2CID 221057663 Widmark Anduriel 1 July 2021 Sculpture Design with Hexastix and Related Non Intersecting Cylinder Packings pp 293 296 ISBN 9781938664397 External links editSaint Louis University List of mathematical artists by field Retrieved from https en wikipedia org w index php title List of mathematical artists amp oldid 1187725247, wikipedia, wiki, book, books, library,

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