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	Title:	Description:	Subject:

1.	Aaron Studying Calculus, by Daniel J. Fairbanks	The subject of this drawing is the artist’s son, Aaron, working on his calculus homework. Aaron is a student at UVU.	Chalk drawings;

2.	Altar of Apollo, by Andrew Kosorok	Legend reports that in BC 430, Delphi—home to Apollo’s Oracle—was threatened by a devastating plague. The people pled with the Oracle to tell them how to resist it, and she told them that the plague...	Engraved glass; Glass sculpture;

3.	Anasazi Suns, by Michael Sussna	Fractal digital imagery is a relatively young yet already rich field. Though different from traditional art, this digital medium also demands a well-developed aesthetic sense. Mastery of an ever-evolving...	Digital art; Fractals in art;

4.	Black and Blue Ricochet Composition, by Gary Greenfield	This black and blue ricochet composition was generated by placing particles on each of the sides of a 16-gon, assigning them starting angles, and then letting each move in a straight line until it encounters...	Digital art; Mathematics in art;

5.	Blow…Make a Wish, by Tammy Ballard	When I was a little girl, I believed that if I blew the seeds of a dandelion into the air and made a wish that somehow magically those seeds and my dreams could come true. Of course with maturity I understood...	Metal sculpture; Geometry in art;

6.	Boil, by Mark J. Stock	Boil is a digital image from a computer simulation of fluid flow. The surface in Boil is composed of a set of connected triangles, each of which is defined by the computer as a list of three nodes, and...	Digital art; Fluid dynamics--Computer programs;

7.	Dandelion Supernova remix, by Michael Sussna	Fractal digital imagery is a relatively young yet already rich field. Though different from traditional art, this digital medium also demands a well-developed aesthetic sense. Mastery of an ever-evolving...	Digital art; Fractals in art;

8.	David, by Daniel J. Fairbanks	Artists often use geometry to create a sense of three-dimensional depth in a two-dimensional drawing or painting, and to give the composition strength through geometric lines and forms. The trapezoidal...	Charcoal drawings--American;

9.	Dragonflies Four Fold, by George Hart	As a sculptor of constructive geometric forms, my work deals with patterns and relationships derived from classical ideals of balance and symmetry. Mathematical yet organic, these abstract forms invite...	Wood sculpture;

10.	Dragonflies Three Fold, by George Hart	As a sculptor of constructive geometric forms, my work deals with patterns and relationships derived from classical ideals of balance and symmetry. Mathematical yet organic, these abstract forms invite...	Wooden sculpture;

11.	Dragonflies, by George Hart	As a sculptor of constructive geometric forms, my work deals with patterns and relationships derived from classical ideals of balance and symmetry. Mathematical yet organic, these abstract forms invite...	Wood sculpture;

12.	Extended Vision - Harmonic Growth, by Anna Campbell Bliss	Extended Vision is a response to a nation-wide call for art for a “house of mathematics.” These three panels are part of a multi-faceted work of 100 panels extending throughout the mathematics building...	Screen process printing; Mathematics in art;

13.	Extended Vision, by Anna Campbell Bliss	Extended Vision is a response to a nation-wide call for art for a “house of mathematics.” These three panels are part of a multi-faceted work of 100 panels extending throughout the mathematics building...	Screen process printing; Mathematics in art;

14.	Five Tetrahedra, by Vladimir Bulatov	The icosahedral symmetry group has 60 elements – rotations about axes of order 2, 3 and 5. It has a subgroup of index 5 – the group of rotational symmetries of the tetrahedron with 12 elements given...	Metal sculpture; Icosahedra; Tetrahedra;

15.	Fractal Tree No.2, by Robert Fathauer	This is a series of black-and-white digital artwork constructed by graphically iterating an arrangement of a small portion of a photograph of a tree, or a bush in the case of No. 4. The original photograph...	Digital art; Mathematics in art;

16.	Fractal Tree No.3, by Robert Fathauer	This is a series of black-and-white digital artwork constructed by graphically iterating an arrangement of a small portion of a photograph of a tree, or a bush in the case of No. 4. The original photograph...	Digital art; Mathematics in art;

17.	Fractal Tree No.4, by Robert Fathauer	This is a series of black-and-white digital artwork constructed by graphically iterating an arrangement of a small portion of a photograph of a tree, or a bush in the case of No. 4. The original photograph...	Digital art; Mathematics in art;

18.	Fractal Tree No.5, by Robert Fathauer	This is a series of black-and-white digital artwork constructed by graphically iterating an arrangement of a small portion of a photograph of a tree, or a bush in the case of No. 4. The original photograph...	Digital art; Mathematics in art;

19.	Golden Gnomon, by Doug McKenna	Golden Gnomon is a new, more accurately drawn version of a pen plotter drawing McKenna first made back in 1985. It is based on a non-periodic Ammann tiling, which is in turn based on even and odd powers...	Art; Golden section; Fibonacci numbers;

20.	Golden Spiral, by Jennifer Regan Bown	The Greeks believed there to be three 'ingredients' to beauty: symmetry, proportion, and harmony. This perfect balance was dubbed the "Golden Mean". This perfect balance is something they aspired to in...	Spirals in art; Golden section; Mathematics in art;

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