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Introduction to the theory of lie groups

by Godement, Roger | Ray, Urmie [Translator].

Series: Universitext (UTX) Language: English Publication details: Cham Springer International Publishing 2017Availability: Items available for loan: 1 Call number: 513.7 God.
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Algebraic theory of locally nilpotent derivations

by Freudenburg, Gene.

Series: Encyclopaedia of Mathematical Sciences. v.136 | Invariant theory and algebraic transformation groupsEdition: 2nd ed Language: English Publication details: Berlin Springer 2017Availability: Items available for loan: 1 Call number: 513.6 Fre(2).

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Differential geometry and lie groups : a second course

by Gallier, Jean [Author] | Quaintance, Jocelyn [Author].

Series: Geometry and computing ; v.13 Language: English Publication details: Cham Springer 2020Availability: Items available for loan: 1 Call number: 513.73 Gal.
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Differential geometry and lie groups : a second course

by Gallier, Jean [Author] | Quaintance, Jocelyn [Author].

Series: Geometry and computing ; v.13 Language: English Publication details: Cham Springer 2020Availability: Items available for loan: 1 Call number: 513.73 Gal(2).
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Lie groups

by San Martin, Luiz A.B [Author].

Series: Latin American Mathematics Series Language: English Publication details: Cham Springer 2021Availability: Items available for loan: 1 Call number: 513.73 San.
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Harmonic and applied analysis : from radon transforms to machine learning

by Mari, Filippo De [Editor] | Vito, Ernest De [Editor].

Series: Applied and Numerical Harmonic Analysis Language: English Publication details: Cham Springer 2021Availability: Items available for loan: 1 Call number: 517.57 Har.
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