1. Matt Insall (1996). Hyperalgebraic Primitive Elements for Relational Algebraic and Topological Algebraic Models. Studia Logica 57 (2-3):409 - 418.
    Using nonstandard methods, we generalize the notion of an algebraic primitive element to that of an hyperalgebraic primitive element, and show that under mild restrictions, such elements can be found infinitesimally close to any given element of a topological field.
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  2. Matt Insall (1991). Nonstandard Methods and Finiteness Conditions in Algebra. Mathematical Logic Quarterly 37 (33‐35):525-532.
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  3. Mai Gehrke, Matt Insall & Klaus Kaiser (1990). Some Nonstandard Methods Applied to Distributive Lattices. Mathematical Logic Quarterly 36 (2):123-131.
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