Research Topics (2014)

Reasonless Math Does it make math more approachable if we pose questions like "How does a tangent line feel?" introducing mathematical equations and methods with creative, intrinsic motivation?

The Parametric Courant ...To reify the significance of computational aesthetics in this age of booming technology, it is essential to take notice of our early history, when geometry was the connection between craftsmanship and natural science. This article describes Guang Zhu's exploratory research and experiments conducted on the cardioid equation, in order to inspire the creative use and interdisciplinary assessment of parametric functions. It also attempts to articulate the first stage of integrating media art, mathematical visualization, and the history of geometry in her project.

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