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Architecture/Design Art/Sculpture Education Geometry Letters/Poetry Math/Logic Music Origami/Tessellation Pattern/Symmetry/Sets Perception/Culture Physics/Acoustics Full List
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Results: Category "math\logic" (Page 12)
Artistic Excursions with the Sierpinski Triangle
Bridges 2019 Pages 537–540
Fractal Images from Multiple Inversion in Circles
Bridges 2019 Pages 263–270
Exploring a Taxicab-based Mandelbrot-like Set
Bridges 2019 Pages 107–114
A Generalization of the Chaos Game
Bridges 2019 Pages 139–146
The Secret behind the Squiggles: Guitars with Optimally Curved Frets
Bridges 2019 Pages 279–286
Ceramics Inspired by String Theory
Bridges 2019 Pages 311–318
Deriving Baskets
Bridges 2019 Pages 217–222
A Family of Fern-like Ternary Complex Trees
Bridges 2019 Pages 147–154
Dancing Euclidean Proofs: Experiments and Observations in Embodied Mathematics Learning and Choreography
Bridges 2019 Pages 239–246
Active Learning ArtMath Project in College Algebra Classes
Bridges 2019 Pages 575–582
Maths Craft in Class
Bridges 2019 Pages 469–472
How to Use Prime Numbers and Periodicity to Write a Poem
Bridges 2019 Pages 643–646
Experiencing Mathematics through Astonishment
Bridges 2019 Pages 545–548
Search for a Perfect Unequal Trapezohedron with Similar Faces
Bridges 2019 Pages 525–528
The Pythagorean Forest
Bridges 2019 Pages 449–452
Hungry Birds – a STEAM experience
Bridges 2019 Pages 561–568
Using GeoGebra and 3D Printing for Introducing Voronoi Diagrams in School
Bridges 2019 Pages 611–614
Yo Math Is So Arty: Inspiring Creative Learning with Mathematical Internet Memes
Bridges 2019 Pages 583–586
Geared Jitterbugs
Bridges 2019 Pages 399–402
Visually Synthesizing the Genotype-Phenotype Distinction in Cannabis sativa
Bridges 2019 Pages 473–476
Sandpiles and Synthesizers: Listening to the Discrete Laplacian
Bridges 2019 Pages 453–456
Art and Math Using an Equally Linked Tetrahedron
Bridges 2019 Pages 477–480
Magritte Meets Matisse Meets Mathematics
Bridges 2019 Pages 549–552
Fractal Analysis of a Sequence of LSD-Influenced Self-Portraits
Bridges 2019 Pages 481–484
Images Produced via Modular Multiplicative Inverse Filters
Bridges 2019 Pages 367–370
Divisible Skylines: Exploring Least Common Multiples and Divisibility through Visual Art
Bridges 2019 Pages 335–338
The Children's Congress at the JKU Linz: Young Researchers and Interdisciplinary Projects
Bridges 2019 Pages 529–532
Perception of Students in an Arts-integrated Mathematics Performance Task
Bridges 2019 Pages 457–460
Lehmer's Dance – A Lecture Performance
Bridges 2019 Pages 375–378
Exploring Raaga Improvisations of Carnatic Music with Mathematical Proof Writing
Bridges 2019 Pages 403–406
The Organ Base in Origami: Teaching Mathematics and Creativity in the Elementary Classroom
Bridges 2019 Pages 651–658
Exploring Randomness in Digital Art
Bridges 2019 Pages 569–574
New Generalizations of Quadratic Julia Sets to 3D
Bridges 2019 Pages 441–444
Sombrero Vueltiao – Weaving Mathematics
Bridges 2019 Pages 359–362
Regular Whitney Decompositions
Bridges 2019 Pages 485–488
Rhythm Domes: Applications of Euclid's Algorithm to Architecture
Bridges 2019 Pages 501–504
Setting a Creative Math Task with SET 3D: Modeling Physical Pieces through Digital Resources
Bridges 2019 Pages 489–492
Maths in Motion: Exploring Rotational Symmetries and Triangles through Dance and Body Movement
Bridges 2019 Pages 621–628
The Magnified Pixel: Digitally Fabricated Prototypes at the Intersection of Art, Mathematics and Architecture
Bridges 2019 Pages 383–386
Generalized Julia Sets: from Cantor Bouquet to Cantor Cheese
Bridges 2019 Pages 371–374
Florautomata | Faunautomata
Bridges 2019 Pages 533–536
Mandelshapes: Thinking Outside the Mandelbox
Bridges 2019 Pages 437–440
The Foundations of Mathematics and Art: Form, Logic, Intuition
Bridges 2019 Pages 11–11
Algorithmic Art with Discrete Dynamical Systems
Bridges 2020 Pages 237–242
Domino Steganography
Bridges 2020 Pages 199–206
A Gallery of Gaussian Periods
Bridges 2020 Pages 243–248
A Transformational Approach to Harmony Improvisation
Bridges 2020 Pages 249–256
Velimir Khlebnikov's Laws of Time
Bridges 2020 Pages 321–328
Vector Fields and Paul Klee – A Summer School Course for gifted High-School Students
Bridges 2020 Pages 305–312
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Bridges 2020 Pages 297–304