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Normal forms with exponentially small remainder application to homoclinic connections for the reversible 02+i resonance
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Normal forms with exponentially small remainder application to homoclinic connections for the reversible 02+i resonance

Gérard Iooss

Normal forms with exponentially small remainder application to homoclinic connections for the reversible 02+i resonance Alternate Text
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Normal forms with exponentially small remainder application to homoclinic connections for the reversible 02+i resonance

Gérard Iooss

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8 pages

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Polynomial Normal Forms with Exponentially Small Remainder for Analytic Vector Fields
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Polynomial Normal Forms with Exponentially Small Remainder for Analytic Vector Fields

Gérard Iooss

Polynomial Normal Forms with Exponentially Small Remainder for Analytic Vector Fields Alternate Text
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Education

Polynomial Normal Forms with Exponentially Small Remainder for Analytic Vector Fields

Gérard Iooss

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57 pages

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Préface
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Préface

Préface Alternate Text
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Etudes supérieures

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Book

148 pages

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Participants de l école d été
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Participants de l'école d'été

Guillaume Université

Participants de l école d été Alternate Text
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Etudes supérieures

Participants de l'école d'été

Guillaume Université

Book

4 pages

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Numéro 52 // www.lacanquotidien.fr
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Numéro 52 // www.lacanquotidien.fr

Jacques-Alain Miller

Numéro 52 // www.lacanquotidien.fr Alternate Text
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Cours

Numéro 52 // www.lacanquotidien.fr

Jacques-Alain Miller

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7 pages

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Approximate invariant manifolds up to exponentially small terms
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Approximate invariant manifolds up to exponentially small terms

Gérard Iooss

Approximate invariant manifolds up to exponentially small terms Alternate Text
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Etudes supérieures

Approximate invariant manifolds up to exponentially small terms

Gérard Iooss

Book

28 pages

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