Indivisibility of special values of zeta functions associated to real quadratic fields / by Iwao Kimura

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Superior document:Preprint series / Department of Mathematics, Toyama University 106
VerfasserIn:
Place / Publishing House:Toyama : Dept. of Mathematics, Toyama Univ., 2007
Year of Publication:2007
Language:English
Series:Preprint series / Department of Mathematics, Toyama University 106
Physical Description:11 Bl.; 30 cm
Notes:Literaturverz. Bl. 10 - 11
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spelling Kimura, Iwao aut
Indivisibility of special values of zeta functions associated to real quadratic fields by Iwao Kimura
Toyama Dept. of Mathematics, Toyama Univ. 2007
11 Bl. 30 cm
Preprint series / Department of Mathematics, Toyama University 106
Literaturverz. Bl. 10 - 11
(AT-OBV)AC03025398 106
YWOAW MAG1 87427.106 2219421970004498
language English
format Book
author Kimura, Iwao
spellingShingle Kimura, Iwao
Indivisibility of special values of zeta functions associated to real quadratic fields
Preprint series / Department of Mathematics, Toyama University
author_facet Kimura, Iwao
author_variant i k ik
author_role VerfasserIn
author_sort Kimura, Iwao
title Indivisibility of special values of zeta functions associated to real quadratic fields
title_full Indivisibility of special values of zeta functions associated to real quadratic fields by Iwao Kimura
title_fullStr Indivisibility of special values of zeta functions associated to real quadratic fields by Iwao Kimura
title_full_unstemmed Indivisibility of special values of zeta functions associated to real quadratic fields by Iwao Kimura
title_auth Indivisibility of special values of zeta functions associated to real quadratic fields
title_new Indivisibility of special values of zeta functions associated to real quadratic fields
title_sort indivisibility of special values of zeta functions associated to real quadratic fields
series Preprint series / Department of Mathematics, Toyama University
series2 Preprint series / Department of Mathematics, Toyama University
publisher Dept. of Mathematics, Toyama Univ.
publishDate 2007
physical 11 Bl. 30 cm
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