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"Wernz, Annalena"
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"Wernz, Annalena"
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Hermitian Theta Series and Maaß Spaces Under the Action of the Maximal Discrete Extension of the Hermitian Modular Group
by
Wernz
,
Annalena
Published in
Resultate der Mathematik
(01.12.2020)
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The maximal discrete extension of the Hermitian modular group
by
Krieg, Aloys
,
Raum, Martin
,
Wernz
,
Annalena
Published in
Documenta mathematica Journal der Deutschen Mathematiker-Vereinigung.
(2021)
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The maximal discrete extension of SL2(OK) for an imaginary quadratic number field K
by
Krieg, Aloys
,
Rodriguez, Joana
,
Wernz
,
Annalena
Published in
Archiv der Mathematik
(01.07.2019)
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The maximal discrete extension of $$SL_2(\mathcal {\scriptstyle {O}}_K)$$ S L 2 ( O K ) for an imaginary quadratic number field K
by
Krieg, Aloys
,
Rodriguez, Joana
,
Wernz
,
Annalena
Published in
Archiv der Mathematik
(01.07.2019)
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The maximal discrete extension of the Hermitian modular group
by
Krieg, A.
,
Raum, Martin
,
Wernz, A.
Published in
Documenta mathematica Journal der Deutschen Mathematiker-Vereinigung.
(2021)
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The maximal discrete extension of S L 2 ( O K ) for an imaginary quadratic number field K
by
Krieg, Aloys
,
Rodriguez, Joana
,
Wernz
,
Annalena
Published in
Archiv der Mathematik
(01.01.2019)
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Hermitian theta series and Maa{\ss} spaces under the action of the maximal discrete extension of the Hermitian modular group
by
Wernz
,
Annalena
Year of Publication
01.04.2020
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Hermitian theta series and Maaß spaces under the action of the maximal discrete extension of the Hermitian modular group
by
Wernz
,
Annalena
Published in
arXiv.org
(07.11.2020)
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The maximal discrete extension of the Hermitian modular group
by
Krieg, Aloys
,
Raum, Martin
,
Wernz
,
Annalena
Year of Publication
28.10.2019
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The maximal discrete extension of $SL_2(\mathcal{\scriptstyle{O}}_K)$ for an imaginary-quadratic number field $K
by
Krieg, Aloys
,
Rodriguez, Joana
,
Wernz
,
Annalena
Year of Publication
20.11.2018
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The maximal discrete extension of the Hermitian modular group
by
Krieg, Aloys
,
Raum, Martin
,
Wernz
,
Annalena
Published in
arXiv.org
(24.11.2021)
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The maximal discrete extension of \(SL_2(\mathcal{\scriptstyle{O}}_K)\) for an imaginary-quadratic number field \(K\)
by
Krieg, Aloys
,
Rodriguez, Joana
,
Wernz
,
Annalena
Published in
arXiv.org
(17.01.2019)
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