lineer_cebir_(26_Syf)
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matris-determinant-lineer-denklem-sistemleri_ozdegerler-ozvektorler.
Transcript of lineer_cebir_(26_Syf)
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"iki" yerine "ile" olacak.
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Toplam senbolünün üst sınırı "n " değil "p" olacak.
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Komütatif yani değişmeli
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Bu matrisin sonucu yazılıp, bu A^2 matrisi A ile soldan veya sağdan çarpılıp A^3 matrisi bulunmalıdır.
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"beriyodiktir" yerine "periyodiktir" yazılacak.
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"nilpotent" yerine "nilpotentlik" olacak.
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5 yerine 5I olacak. Burada I 3x3 tipi birim matristir.
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AB=BA=I ve AC=CA=I olacak biçimde A matrisinin hem B hem de C gibi iki inversi olduğunu farzedelim. B=BI=B(AC)=(BA)C=IC=C olur. yani B=C dir.
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NOT: Her A kare matrisi daima biri simetrik diğeri ters simetrik iki matrisin toplamı olarak yazılabilir. Her zaman bir A matrisi A=(1/2)(A+A^t)+(1/2)(A-A^t) olarak yazılabileceğinden sağ taraftaki ilk matris simetrik, ikincisi ters simetriktir.
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yani ayrık elemanlarının bulunduğu sütunda ayrık eleman dışındaki diğer elemanlar sıfır ise
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