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Mathematical Art Christopher Hanusa Queens College, City University - PowerPoint PPT Presentation

Guiding and Grading Mathematical Art Christopher Hanusa Queens College, City University of New York qc.edu/~chanusa @mathzorro @hanusadesign Course Details Queens College Urban Commuter Campus Diverse Student Population Christopher


  1. Guiding and Grading Mathematical Art Christopher Hanusa Queens College, City University of New York qc.edu/~chanusa @mathzorro @hanusadesign

  2. Course Details • Queens College – Urban Commuter Campus – Diverse Student Population Christopher Hanusa Guiding and Grading Mathematical Art

  3. Course Details • Queens College – Urban Commuter Campus – Diverse Student Population • Math with Mathematica – First course in computing – Varied math, programming levels – Satisfies writing requirement Christopher Hanusa Guiding and Grading Mathematical Art

  4. Teaching Philosophy • Give students the tools to succeed – Stand-alone tutorials – Comprehension Questions Christopher Hanusa Guiding and Grading Mathematical Art

  5. Teaching Philosophy • Give students the tools to succeed – Stand-alone tutorials – Comprehension Questions – How to: Documentation Center – One-on-one help Christopher Hanusa Guiding and Grading Mathematical Art

  6. Teaching Philosophy • Give students the tools to succeed – Stand-alone tutorials – Comprehension Questions – How to: Documentation Center – One-on-one help • Make learning active – Goal oriented: Projects – Inspires creativity – Each gains unique knowledge Christopher Hanusa Guiding and Grading Mathematical Art

  7. Projects 1. Tutorial for a math class (4 weeks) 2. Piece of Mathematical Art (4 + 1.5 weeks) 3. Design an Interactive Interface (5 weeks) Christopher Hanusa Guiding and Grading Mathematical Art

  8. Projects 1. Tutorial for a math class (4 weeks) – Learn specialized commands – Basic Mathematica concepts – Instills collaborative spirit 2. Piece of Mathematical Art (4 + 1.5 weeks) 3. Design an Interactive Interface (5 weeks) Christopher Hanusa Guiding and Grading Mathematical Art

  9. Mathematical Art Project • Goals – 3D Printing Process – 3D Design in Mathematica Christopher Hanusa Guiding and Grading Mathematical Art

  10. Mathematical Art Project • Goals – 3D Printing Process – 3D Design in Mathematica – Creativity in Mathematics – Interdisciplinarity Christopher Hanusa Guiding and Grading Mathematical Art

  11. Mathematical Art Project • Goals – 3D Printing Process – 3D Design in Mathematica – Creativity in Mathematics – Interdisciplinarity • Deliverables – Artwork – Mathematica notebook – Four-page writeup Christopher Hanusa Guiding and Grading Mathematical Art

  12. Guiding: Framework • Mathematical basis • Techniques: 3D modeling, functional Christopher Hanusa Guiding and Grading Mathematical Art

  13. Guiding: Framework • Mathematical basis • Techniques: 3D modeling, functional • Artistic considerations taken into account – Visit by Matt Greco, QC Art Department Christopher Hanusa Guiding and Grading Mathematical Art

  14. Guiding: Framework • Mathematical basis • Techniques: 3D modeling, functional • Artistic considerations taken into account – Visit by Matt Greco, QC Art Department • Commensurate with math, programming levels Christopher Hanusa Guiding and Grading Mathematical Art

  15. Guiding: Framework • Mathematical basis • Techniques: 3D modeling, functional • Artistic considerations taken into account – Visit by Matt Greco, QC Art Department • Commensurate with math, programming levels • Critiqued, refined, revised multiple times • Timeline to stay on track Christopher Hanusa Guiding and Grading Mathematical Art

  16. Guiding: Tutorials • 2D Graphics (reminder of 2D coords) • 3D Graphics (thinking in 3D coords) • 3D Design (making printable, ⤳ STL) • MeshRegions (more advanced capabilities) Christopher Hanusa Guiding and Grading Mathematical Art

  17. Guiding: Tutorials • 2D Graphics (reminder of 2D coords) • 3D Graphics (thinking in 3D coords) • 3D Design (making printable, ⤳ STL) • MeshRegions (more advanced capabilities) New! Minimal Working Examples • 4 weeks to prototype, 1 week for revision Christopher Hanusa Guiding and Grading Mathematical Art

  18. How to grade this? Christopher Hanusa Guiding and Grading Mathematical Art

  19. How to grade this? Different answers for different people! Christopher Hanusa Guiding and Grading Mathematical Art

  20. Grading Scheme Artwork (30%) Writeup (45%) • Intrigue • Mathiness • Computational Techniques Organization (25%) Christopher Hanusa Guiding and Grading Mathematical Art

  21. Grading Scheme Artwork (30%) Writeup (45%) • Intrigue • Artistic Qualities • Math, Programming • Mathiness Discussion • Computational • Revision Process Techniques Organization (25%) Christopher Hanusa Guiding and Grading Mathematical Art

  22. Grading Scheme Artwork (30%) Writeup (45%) • Intrigue • Artistic Qualities • Math, Programming • Mathiness Discussion • Computational • Revision Process Techniques • Timeliness • Worksheet Organization Organization • Name and (25%) • Writeup Style Description Christopher Hanusa Guiding and Grading Mathematical Art

  23. Grading (is also Guiding) • Transparency • Give weight to what I value. – Skill Development Christopher Hanusa Guiding and Grading Mathematical Art

  24. Grading (is also Guiding) • Transparency • Give weight to what I value. – Skill Development – Intentionality – Creative Process Christopher Hanusa Guiding and Grading Mathematical Art

  25. Grading (is also Guiding) • Transparency • Give weight to what I value. – Skill Development – Intentionality – Creative Process – Revision Process – Thoughtfulness Christopher Hanusa Guiding and Grading Mathematical Art

  26. Grading (is also Guiding) • Transparency • Give weight to what I value. – Skill Development – Intentionality – Creative Process – Revision Process – Thoughtfulness – Aesthetics Christopher Hanusa Guiding and Grading Mathematical Art

  27. Grading (is also Guiding) • Transparency • Give weight to what I value. – Skill Development – Intentionality – Creative Process – Revision Process – Thoughtfulness – Aesthetics – Student responsibility Christopher Hanusa Guiding and Grading Mathematical Art

  28. Success! Trip to Shapeways April 29, 2015 Christopher Hanusa Guiding and Grading Mathematical Art

  29. Student Comments • “This project allowed me to let my imagination soar while still learning about math concepts and modeling.” • “The art project was challenging but still managed to be fun … extremely satisfied when the object came to life.” • “I learned how to think in three dimensions.” • “Having a physical copy of the project was one of the greatest things ever.” • “I like the creative freedom that we given to complete this project.” • “The trip was very informative and was also very fun to attend . Thanks again Professor.” Christopher Hanusa Guiding and Grading Mathematical Art

  30. Difficulties • 3D Design in Mathematica is finicky Christopher Hanusa Guiding and Grading Mathematical Art

  31. Difficulties • 3D Design in Mathematica is finicky • 3D Printing is finicky – Printability – Build in lots of time! Christopher Hanusa Guiding and Grading Mathematical Art

  32. Difficulties Future • Standards-based • 3D Design Grading Scheme in Mathematica is finicky • More tutorials • 3D Printing about three- is finicky dimensional – Printability mathematics – Build in lots of time! Christopher Hanusa Guiding and Grading Mathematical Art

  33. Thank YOU! qc.edu/~chanusa • Shapeways and > Courses Lauren Slowik! Course Materials • My students, who > Research > 3D Design 3D Design in Mathematica amaze and inspire > Research > Talks EVERY TIME! Slides Available > Portfolio Mathematical Art Gallery hanusadesign.com Mathematical Jewelry Christopher Hanusa Guiding and Grading Mathematical Art

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