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Full-Text Articles in Art and Design
We Came From The Sea, L. Alexis St. John
We Came From The Sea, L. Alexis St. John
CGU MFA Theses
This paper contains a summary of the thesis exhibition, including an artist statement, exhibition flyer, images of the artwork with descriptions, and images of the gallery. The descriptions of the images are excerpted from the exhibition program, and include artwork titles in a constructed language called Ponder.
Primordial, Fel Nikoli Mccoy
Primordial, Fel Nikoli Mccoy
CGU MFA Theses
The culmination of my desire to reconcile with my existence through art is to create myths. Mythology, however fantastical it may be, was once how people conveyed their deepest experiences to one another. I became a mythmaker because I needed to communicate my experience: my efforts to reclaim my indigenous Mexican heritage, my anxieties about surveillance and judgment, and my belief in preserving the lands I live on. The myths I create are mashups of the cultural influences in my life with the intent of understanding my identity and positionality in contemporary society. PRIMORDIAL is a collection of my work …
As I Wander, Michelle Lum
As I Wander, Michelle Lum
CGU MFA Theses
My work highlights moments of wonder from my everyday life to give a more holistic view of reality. To me, experiences of wonder are spaces where a person feels God’s presence, where the spiritual reality of our world becomes visible. Sacraments in the Christian tradition are visible signs of a divine reality. I think of my work as sacramental: heightening moments where the visible gives way to the invisible—not by denying their physical characteristics but through them. The heart of my work is in the intersection between that which is deeply ordinary and that which is deeply extraordinary.
Aesthetic Approaches To Symmetric Functions, John M. Campbell
Aesthetic Approaches To Symmetric Functions, John M. Campbell
Journal of Humanistic Mathematics
Symmetry is often regarded as an integral aspect about aesthetics. This motivates the pursuit of interdisciplinary studies based on the use of subjects in mathematics concerned with symmetry in conjunction with aesthetics. What is referred to as a symmetric function in the field of algebraic combinatorics is an abstraction based on polynomials that exhibit a symmetric property, and this leads us to pursue an algebraic combinatorics-inspired exploration based on aesthetics. In particular, we use different bases and transitions between them to create aesthetically pleasing visualizations of symmetric functions. We see that these visualizations in turn raise new and interesting questions.