Die Addition und Subtraktion von Matrizen lässt sich durchführen, wenn die beiden Matrizen jeweils vom gleichen Typ sind. Etwas unmathematischer ausgedrückt müssen diese die selbe „Gestalt“ aufweisen. Man addiert oder subtrahiert jeweils die entsprechenden Komponenten der beiden Matrizen.[br][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img]
Eine Matrix A wird mit einer reellen Zahl r (auch Skalar genannt) multipliziert, indem man jedes Element von A mit r multipliziert:[br][br][img]data:image/png;base64,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[/img][br]
Um zwei Matrizen miteinander multiplizieren zu können, muss die Spaltenzahl der ersten Matrix mit der Zeilenzahl der zweiten Matrix übereinstimmen. Wird eine Matrix mit einem Vektor multipliziert, muss folgerichtig die Spaltenzahl der Matrix mit der Zahl der Komponenten des Vektors übereinstimmen.[br]Bei der Multiplikation wird nun jede Zeile der ersten Matrix mit jeder Spalte der zweiten Matrix multipliziert.[br][br][img]data:image/png;base64,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[/img][br][br][img]data:image/png;base64,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[/img][br]