Immanuel ben Jacob of Tarascon (fourteenth century) and Archimedean geometry: an alternative proof for the area of a circle
Gespeichert in:
1. Verfasser: | |
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Format: | Artikel |
Sprache: | English |
Veröffentlicht: |
2012
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Beschreibung: | Ill. |
ISSN: | 1565-1525 |
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spelling | Lévy, Tony Verfasser aut Immanuel ben Jacob of Tarascon (fourteenth century) and Archimedean geometry an alternative proof for the area of a circle Tony Lévy 2012 Ill. txt rdacontent n rdamedia nc rdacarrier volume:12 number:1 year:2012 pages:135-159 Aleph Jerusalem 12 (2012),1, S. 135 - 159 (DE-604)BV014013079 1565-1525 (DE-600)2051142-5 |
spellingShingle | Lévy, Tony Immanuel ben Jacob of Tarascon (fourteenth century) and Archimedean geometry an alternative proof for the area of a circle |
title | Immanuel ben Jacob of Tarascon (fourteenth century) and Archimedean geometry an alternative proof for the area of a circle |
title_auth | Immanuel ben Jacob of Tarascon (fourteenth century) and Archimedean geometry an alternative proof for the area of a circle |
title_exact_search | Immanuel ben Jacob of Tarascon (fourteenth century) and Archimedean geometry an alternative proof for the area of a circle |
title_full | Immanuel ben Jacob of Tarascon (fourteenth century) and Archimedean geometry an alternative proof for the area of a circle Tony Lévy |
title_fullStr | Immanuel ben Jacob of Tarascon (fourteenth century) and Archimedean geometry an alternative proof for the area of a circle Tony Lévy |
title_full_unstemmed | Immanuel ben Jacob of Tarascon (fourteenth century) and Archimedean geometry an alternative proof for the area of a circle Tony Lévy |
title_short | Immanuel ben Jacob of Tarascon (fourteenth century) and Archimedean geometry |
title_sort | immanuel ben jacob of tarascon fourteenth century and archimedean geometry an alternative proof for the area of a circle |
title_sub | an alternative proof for the area of a circle |
work_keys_str_mv | AT levytony immanuelbenjacoboftarasconfourteenthcenturyandarchimedeangeometryanalternativeprooffortheareaofacircle |