UID:
edoccha_9960885557802883
Format:
1 online resource (287 pages)
Edition:
1st ed.
ISBN:
1-943208-29-8
,
3-7639-4666-7
,
1-84964-770-4
,
1-914268-05-9
,
0-8101-3518-3
,
1-910634-75-1
,
1-78735-621-3
,
1-910634-32-8
,
1-78735-192-0
,
1-78735-548-9
,
1-910634-55-7
,
1-911576-24-0
,
1-910634-85-9
,
1-78735-108-4
,
1-78735-105-X
,
1-78735-329-X
,
1-78735-332-X
,
9781787350014
,
1787350010
,
9781787350007
,
1-78735-444-X
,
1-78735-120-3
,
9781787352933
,
1-911307-05-3
,
1-78735-377-X
,
1-78735-376-1
,
1-78735-236-6
,
1-78735-233-1
,
1-911576-38-0
,
1-78735-174-2
,
1-78735-388-5
,
1-78735-168-8
,
1-78735-275-7
,
1-78735-278-1
,
1-78735-137-8
,
1-78735-350-8
,
1-78735-326-5
,
1-78735-073-8
,
1-78735-633-7
,
1-351-66062-4
,
1-943208-35-2
,
1-943208-31-X
Series Statement:
Territorial sociology
Content:
Netprov is an emerging interdisciplinary digital art form that offers a literature-based "show" of insightful, healing satire that is as deep as the novels of the past. This accessible history of Netprov emerges out of an ongoing conversation about the changing roles and power dynamics of author and reader in an age of real-time interactivity. Rob Wittig describes a literary genre in which all the world is a platform and all participants are players. Beyond serving as a history of the genre, this book includes tips and examples to help those new to the genre teach and create netprovs.
Note:
Description based upon print version of record.
,
INHALT -- Einführung -- I. Aufbau des Zahlensystems -- 1. Vervollständigung archimedisch und dicht geordneter Gruppen 2 -- 2. Vervollständigung archimedisch geordneter Körper 4 -- 3. Quotientenkörper archimedisch geordneter Ringe 6 -- 4. Geordnete Mengen, Gruppen und Ringe vom Typ 7Z 8 -- 5. Wohlgeordnete Mengen und der /-Kettensatz 10 -- 6. Induktion und Kardinalität 13 -- 7. Endliche und unendliche Mengen 15 -- 8. Endliche Summen und Produkte 16 -- Literatur hinweise -- II. Dedekind und die Grundlagen -- 1. Dedekinds Brief an Dr. Hans Keferstein vom 27. Februar 1890 17 -- 2. Dedekinds Zahlenschrift - Eckstein und Stein des Anstoßes 31 -- 3. Was ist Gleichheit? 38 -- 4. Was ist eine Menge? 44 -- 5. Existenz - Negation - Eigenschaften 51 -- 6. Was ist eine Aussage? 57 -- III. Bereiche - Klassen - Mengen -- 1. Reine Logik und Negation 63 -- 2. Bereiche und Abbildungen 65 -- 3. Existenz 66 -- 4. Klassen und Gleichheit 67 -- 5. Existenz von Teilklassen und Abbildungen 69 -- 6. Mengen 74 -- IV. Mathematik mit starker Existenz -- 1. Starke Existenz 75 -- 2. Mathematische Strukturen 78 -- 3. Kardinal- und Ordinalzahlen 79 -- V. Mathematik ohne starke Existenz -- 1. Existenz multivariabler Abbildungen 81 -- 2. Rückschau auf Teil I 86 -- 3. Kardinal- und Ordinalzahlen 89 -- Literatur.
,
Also available in print form.
,
German
Additional Edition:
ISBN 1-943208-28-X
Additional Edition:
ISBN 3-503-15530-9
Additional Edition:
ISBN 3-503-18833-9
Additional Edition:
ISBN 3-503-18160-1
Additional Edition:
ISBN 3-503-18161-X
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ISBN 3-7639-4665-9
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ISBN 0745331645
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Additional Edition:
hardback version : ISBN 9781787351073
Additional Edition:
paperback version : ISBN 9781787351066
Additional Edition:
ISBN 1-78735-330-3
Additional Edition:
ISBN 1-78735-331-1
Additional Edition:
Print version (hardback): ISBN 9781787350007
Additional Edition:
ISBN 1-78735-443-1
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ISBN 1-78735-119-X
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Additional Edition:
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Additional Edition:
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Additional Edition:
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Additional Edition:
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Additional Edition:
ISBN 1-78735-632-9
Additional Edition:
ISBN 1-943208-34-4
Additional Edition:
ISBN 3-7001-8788-2
Additional Edition:
Print version: ISBN 3832545956
Additional Edition:
ISBN 1-943208-30-1
Additional Edition:
ISBN 0-943184-30-4
Language:
English
DOI:
10.3998/mpub.12387128
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