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Bücher Mitarbeitergespräche (Taschenguide) lesen online

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Artikelnummer
AutorWolfgang Mentzel
6659955704
IdiomaGermany - English
Terminal correspondienteAndroid|iPhone|iPad|PC




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Objektorientierte Programmierung mit MATLAB: Klassen, Vererbung, Polymorphie

Artikelnummer
AutorUlrich Stein
5185823972
IdiomaGermany - English
Terminal correspondienteAndroid|iPhone|iPad|PC




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Mathematische Formeln für das Studium an Fachhochschulen

Artikelnummer
AutorRichard Mohr
9384310201
IdiomaGermany - English
Terminal correspondienteAndroid|iPhone|iPad|PC




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Gebäudeautomation: Kommunikationssysteme mit EIB/KNX, LON und BACnet

Artikelnummer
AutorHermann Merz, Thomas Hansemann, Christof Hübner
8334978415
IdiomaGermany - English
Terminal correspondienteAndroid|iPhone|iPad|PC




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Angriff der Algorithmen: Wie sie Wahlen manipulieren, Berufschancen zerstören und unsere Gesundheit

Artikelnummer
AutorCathy O'Neil
8051395051
IdiomaGermany - English
Terminal correspondienteAndroid|iPhone|iPad|PC




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Lineare Algebra: Eine Einführung

Artikelnummer
AutorGünter M. Gramlich
4002152798
IdiomaGermany - English
Terminal correspondienteAndroid|iPhone|iPad|PC




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Übungsbetrieb in der ersten Woche: In der ersten Vorlesungswoche findet am Freitag dem 20.09.19, 10-11 Uhr, für alle Studierenden eine Einführung in Matlab statt. Die genauen Räume dafür sind im Folgenden aufgelistet. Wir bitten die Studierenden, die Übungsgruppe ihres jeweiligen Tutors zu besuchen, unabhängig von der üblichen Uhrzeit Ihres Tutoriums.

Ein Tensor ist eine mathematische Funktion, die eine bestimmte Anzahl von Vektoren auf einen Zahlenwert abbildet. Er ist ein mathematisches Objekt aus der linearen Algebra, das besonders im Bereich der Differentialgeometrie Anwendung findet. Der Begriff wurde ursprünglich in der Physik eingeführt und erst später mathematisch präzisiert. In der Differentialgeometrie und den physikalischen ...

Mathematik hat mir schon immer extrem viel Freude bereitet. Da ich irgendwann eigene Lieder schreiben wollte, aber mir kein gutes Thema eingefallen ist,

Sei ∈ , der reelle oder komplexe Zahlenkörper und sei ⋅, ⋅ ein Skalarprodukt auf , dann ist (, ⋅, ⋅ ) ein Hilbertraum. Eine Matrix heißt selbstadjungiert, wenn , = , für alle , ∈ gilt. Die Matrix wird hier als lineare Abbildung auf dem aufgefasst. Da zwischen endlichdimensionalen Vektorräumen abbildet, ist beschränkt daher stetig und somit auch dicht definiert.


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Klassisch-arabische Chrestomathie aus Prosaschriftstellern (Porta Linguarum Orientalium, Band 17)

Artikelnummer
AutorRudolf E Brünnow, August Fischer
5350664382
IdiomaGermany - English
Terminal correspondienteAndroid|iPhone|iPad|PC




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