Manual Transseries and real differential algebra

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Ehrlich , Number systems with simplicity hierarchies: a generalization of Conway's theory of surreal numbers , Journal of Symbolic Logic , vol. Ph, E. Ehrlich, and.

Kaplan , Number systems with simplicity hierarchies: a generalization of conway's theory of surreal numbers ii , Journal of Symbolic Logic , vol. Fornasiero , Intregration on Surreal Numbers , Wien , vol. Van-der-hoeven , Automatic asymptotics , Van-der-hoeven , Operators on generalized power series , Journal of the Univ.

Van-der-hoeven , Transseries and real differential algebra , Lecture Notes in Mathematics , vol. Kuhlmann and M.

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[PDF] Transseries for Beginners - Semantic Scholar

Matusinski , The exponential-logarithmic equivalence classes of surreal numbers , Order , vol. Buy Softcover.

FAQ Policy. About this book Transseries are formal objects constructed from an infinitely large variable x and the reals using infinite summation, exponentiation and logarithm. Show all.

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From the reviews: "A transseries can be described … as a formal object constructed from the real numbers and an infinitely large variable x using infinite summation, exponentiation, and logarithm. Table of contents 9 chapters Table of contents 9 chapters Orderings Pages Grid-based series Pages The Newton polygon method Pages Transseries Pages References [Enhancements On Off] What's this?

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Mantova leeds. European Math. MR [All87] Norman L.


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Alling , Foundations of analysis over surreal number fields , North-Holland Mathematics Studies, vol. JEMS 20 , no. London Mathematical Society Monographs, No.