Unloosed: Designing Participatory Objects

The ubiquity of technology has mediated the means of receiving content through digital networks; users have complete control over receiving, shaping, and sharing information. In contrast to the inherent elasticity of these networks, physical pieces of communication often manifest through a closed and highly controlled process. However, the increased prominence of user-interaction with media provides an opportunity to evaluate the design process as it applies to the creation of physical objects. Throughout much of my work, I investigate the potential for unloosening the control of designed objects by inviting others into the design process. By considering the audience as active participants, rather than passive receivers of communication, the designer becomes a facilitator for communication. Through the design of frameworks, the designer relinquishes some control of form or content, allowing author and audience to coalesce

Fermion Quasi-Spherical Harmonics

Spherical Harmonics, $Y_\ell^m(\theta,\phi)$, are derived and presented (in a Table) for half-odd-integer values of $\ell$ and $m$. These functions are eigenfunctions of $L^2$ and $L_z$ written as differential operators in the spherical-polar angles, $\theta$ and $\phi$. The Fermion Spherical Harmonics are a new, scalar and angular-coordinate-dependent representation of fermion spin angular momentum. They have $4\pi$ symmetry in the angle $\phi$, and hence are not single-valued functions on the Euclidean unit sphere; they are double-valued functions on the sphere, or alternatively are interpreted as having a double-sphere as their domain.Comment: 16 pages, 2 Tables. Submitted to J.Phys.