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Home > Art, Film & Photography > Liste (Mathematik): Mathematische Konstante, Tabelle Von Ableitungs- Und Stammfunktionen, Liste Bedeutender Mathematiker
Liste (Mathematik): Mathematische Konstante, Tabelle Von Ableitungs- Und Stammfunktionen, Liste Bedeutender Mathematiker

Liste (Mathematik): Mathematische Konstante, Tabelle Von Ableitungs- Und Stammfunktionen, Liste Bedeutender Mathematiker


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About the Book

Dieser Inhalt ist eine Zusammensetzung von Artikeln aus der frei verfugbaren Wikipedia-Enzyklopadie. Seiten: 95. Nicht dargestellt. Kapitel: Mathematische Konstante, Tabelle von Ableitungs- und Stammfunktionen, Liste bedeutender Mathematiker, Hierarchie mathematischer Strukturen, Formelsammlung Geometrie, Glossar mathematischer Attribute, Glossar Graphentheorie, Liste besonderer Zahlen, Liste mathematischer Satze, Mathematische Symbole, Formelsammlung Trigonometrie, Gruppentheorie-Glossar, Formelsammlung Algebra, Liste univariater Wahrscheinlichkeitsverteilungen, Formelsammlung Analytische Geometrie, Teilgebiete der Mathematik, Formelsammlung Analysis, Formelsammlung Stochastik, Topologie-Glossar, Liste kleiner Gruppen, Liste numerischer Verfahren, Formelsammlung Nabla-Operator, Formelsammlung Grundrechenarten, Liste bedeutender Mathematikerinnen, Formelsammlung Logik, Liste von Beziehungen zwischen Wahrscheinlichkeitsverteilungen, Liste spezieller Polynome. Auszug: In diesem Glossar werden kurze Erklarungen mathematischer Attribute gesammelt. Unter einem Attribut wird eine Eigenschaft verstanden, die einem mathematischen Objekt zugesprochen wird. Ein Attribut hat oft die Form eines Adjektivs (endlich, offen, surjektiv), kann aber auch ein Substantiv involvieren (z. B. vom Grad 3). Dieses Glossar soll insbesondere in Fallen, in denen ein und dasselbe Attribut auf Objekte ganz verschiedenen Typs (vgl. dazu: Hierarchie mathematischer Strukturen) angewandt wird, zur schnellen Orientierung dienen, Querverbindungen aufzeigen und vor moglichen Verwechslungen bewahren. Eine naturliche Zahl x heisst abundant, wenn ihre echte Teilersumme (die Summe aller Teiler ohne die Zahl selbst) grosser ist als die Zahl x selbst. Vergleiche die Attribute defizient und vollkommen in diesem Glossar. = .Im Fall endlichdimensionaler Vektorraume entspricht dem adjungierten Endomorphismus die transponierte Matrix (im Fall einer Bilinearform) bzw. die konjugiert-tra.


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Product Details
  • ISBN-13: 9781159143497
  • Publisher: Books LLC, Wiki Series
  • Publisher Imprint: Books LLC, Wiki Series
  • Height: 246 mm
  • No of Pages: 96
  • Spine Width: 5 mm
  • Weight: 186 gr
  • ISBN-10: 1159143498
  • Publisher Date: 30 Aug 2011
  • Binding: Paperback
  • Language: German
  • Returnable: N
  • Sub Title: Mathematische Konstante, Tabelle Von Ableitungs- Und Stammfunktionen, Liste Bedeutender Mathematiker
  • Width: 189 mm


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