A Balancing Equation for Social Media Publication Notice von Ehrlich, Philip P.

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Are Points (Necessarily) Unextended? von Ehrlich, Philip

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Integration on the surreals von Costin, Ovidiu, Ehrlich, Philip

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The Absolute Arithmetic Continuum and the Unification Of all Numbers Great and Small von Ehrlich, Philip

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SURREAL ORDERED EXPONENTIAL FIELDS von EHRLICH, PHILIP, KAPLAN, ELLIOT

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SURREAL ORDERED EXPONENTIAL FIELDS – ERRATUM von EHRLICH, PHILIP, KAPLAN, ELLIOT

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Philosophical and Foundational Issues in Measurement Theory von Savage, C. Wade, Ehrlich, Philip

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An Essay in Honor of Adolf Grünbaum’s Ninetieth Birthday: A Reexamination of Zeno’s Paradox of Extension von Ehrlich, Philip

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NUMBER SYSTEMS WITH SIMPLICITY HIERARCHIES: A GENERALIZATION OF CONWAY’S THEORY OF SURREAL NUMBERS II von EHRLICH, PHILIP, KAPLAN, ELLIOT

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Real Numbers, Generalizations of the Reals, and Theories of Continua von Ehrlich, P

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Homogeneous universal H H -fields von van den Dries, Lou, Ehrlich, Philip

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The Rise of non-Archimedean Mathematics and the Roots of a Misconception I: The Emergence of non-Archimedean Systems of Magnitudes von Ehrlich, Philip

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HOMOGENEOUS UNIVERSAL H-FIELDS von VAN DEN DRIES, LOU, EHRLICH, PHILIP

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Conway’s Mathematics After Conway von Ryba, Alex, Ehrlich, Philip, Kenyon, Richard, Lagarias, Jeffrey, Propp, James, Kauffman, Louis H.

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Conway names, the simplicity hierarchy and the surreal number tree von Ehrlich, Philip

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Mini-Workshop: Surreal Numbers, Surreal Analysis, Hahn Fields and Derivations von Berarducci, Alessandro, Ehrlich, Philip, Kuhlmann, Salma

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Conway names, the simplicity hierarchy and the surreal number tree von Philip Ehrlich

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Integration on the Surreals von Costin, Ovidiu, Ehrlich, Philip

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John L. Bell. The continuous and the infinitesimal in mathematics and philosophy. Polimetrica, International Scientific Publisher, Monza-Milano, 2005, 349 pp von Ehrlich, Philip

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Contemporary Infinitesimalist Theories of Continua and their late 19th- and early 20th-century forerunners von Ehrlich, Philip

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