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    7696 research outputs found

    Review: The Afterlives of Natalia Ginzburg’s The Road to the City”

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    Review: Analysing the Boundaries of the Ancient Roman Garden: (Re) Framing the Hortus

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    Las contradicciones de Josep Renau en el contexto del exilio mexicano

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    Spain’s Left Is in Turmoil—And Now It’s Facing a Huge Electoral Test

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    Mosaic

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    State Sovereignty

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    International Law and the Greek-Bulgarian and Greek-Turkish Population Exchanges

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    All (!) three-part variations on three different kinds of cubes

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    Sol LeWitt (1928-2007) made or designed several artworks whose titles contain the phrase “three-part variations on three different kinds of cubes.” To a mathematician, these pieces suggest a combinatorics problem: How many variations are there? In this paper we present a new way of diagramming LeWitt’s variations, we describe how to solve the combinatorics problem using Burnside’s Counting Theorem, and we share some photos of our 3D-printed versions of the variations, including a new 57th variation

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    Digital Commons at Oberlin (Oberlin College)
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