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Integral closure of $ℂ {X}$ in $ℂ [[X]]$ via the Puiseux theorem.

Grelowski, Krzysztof — 2002

Zeszyty Naukowe Uniwersytetu Jagiellońskiego. Universitatis Iagellonicae Acta Mathematica

Extending Hardy fields by non- $^{\infty}$ -germs

Krzysztof Grelowski — 2008

Annales Polonici Mathematici

For a large class of Hardy fields their extensions containing non- $^{\infty}$ -germs are constructed. Hardy fields composed of only non- $^{\infty}$ -germs, apart from constants, are also considered.

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Integral closure of ℂ { X } in ℂ [ [ X ] ] via the Puiseux theorem.

Extending Hardy fields by non- ∞ -germs

Integral closure of $ℂ {X}$ in $ℂ [[X]]$ via the Puiseux theorem.

Extending Hardy fields by non- $^{\infty}$ -germs