### About

Professor Robert Smyth studied at The Cooper Union from 1987 to 1990. During this period he was a self-admitted dabbler who took courses in mechanical, civil and electrical engineering. He also explored graphic design at Cooper's School of Art and worked through numerous independent studies following his greatest academic passion, mathematics. Upon completion of a B.S.E. at Cooper, Prof. Smyth moved to the Courant Institute at New York University where he earned a M.S. in mathematics. Subsequently he entered the mathematics department of Rutgers University where he collaborated with Prof. Tilla Weinstein on research into Lorentz surfaces. Prof. Smyth defended his thesis*Characterization of Lorentz surfaces via the conformal boundary* in 1995.

For approximately a decade Prof. Smyth served Georgian Court University, where he taught a wide variety of courses in mathematics and computer science, directed a graduate program in mathematics and designed the curriculum for new programs in computer science and computer information systems. Currently Prof. Smyth is an Associate Professor of Mathematics at his alma mater, The Cooper Union. Prof. Smyth's teaching career has afforded him the opportunity to work with students in calculus, linear algebra, differential equations, differential geometry, complex analysis, probability, number theory, set theory, the calculus of variations and optimal control theory, abstract algebra, topology, foundations of computer science, computer programming, computer architecture, and data structures and algorithmic analysis -- to name a few.

Prof. Smyth's publications include technical articles on conformal classes of indefinite metrics as well as expository work accessible to advanced undergraduates. Papers available online through the American Mathematical Society include Conformally homeomorphic Lorentz surfaces need not be conformally diffeomorphic , Uncountably many C^{0} conformally distinct Lorentz surfaces and a finiteness theorem and Completing the conformal boundary of a simply connected Lorentz surface . Prof. Smyth holds three United States utility patents. US6670947 and US7804486 disclose designs for computer input devices which provide precise and intuitive rotational control of three dimensional graphic images. US7275934 describes a fun, educational tool.

Prof. Smyth's hobbies include swimming, table tennis, and learning Chinese. He occassionally performs xiangsheng.