The central focus of my research has been on the creation of a theory of "Connected Mathematics" and/or "Connected Science" learning environments. This theory is rooted in three disparate sources, the constructionist theory of learning, from which it takes both the "genetic epistemological" approach and the process of constructing computational artifacts and reflecting on these constructions; the literature of emergent artifical intelligence from which it takes its "web" theory of meaning; and the literature of feminist critique from which it takes the notion of "connected knowing" - knowing that is situated and intimate. I have had a special interest in building computational tools to make traditionally difficult subject matter (such as probability, statistical mechanics, artifical life and other complex systems) accessible to non-experts. To that end, I have designed and built numerous computer microworlds. I have also been involved in database research -- having designed parallel algorithms for retreiving documents from large databases and am the creator and maintainer of a poetry database served on the internet.

Dissertation
My Thesis is entitled Connected Mathematics: Building Concrete Relationships with Mathematical Knowledge. Feel free to download it -- if you do, feel free to send me comments (or click here for the zip version).

Recent and Older Publications:

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Works in Progress:

Essays, Memos, Abstracts, and Working Papers

Some projects I am involved with: