ISOMETRI PADA RUANG BERNORMA-n DAN RUANG BERNORMA-n NON-ARCHIMEDIAN
Mapping the norm . : X � , can be expanded to become the norm-n, withX more than n-1 dimensional , and called the n-normed spaces. For n = 2, 2- normon 2-normed spaces, can be interpreted asbroad. While n-norm on nnormed space can be interpreted as the volume paralelpipedium. Valuation on a real f...
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| Format: | Thesis |
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[Yogyakarta] : Universitas Gadjah Mada
2012
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