PEMETAAN LINEAR NON SINGULAR YANG MENGAWETKAN MATRIKS KUADRAT NOL DI KEDUA SIS
Let F be a field. Nn(F) denotes the matrices algebra consisting of all nxn upper triangular matrices over F with all of the diagonal component is zero. A� Nn(F) is said to be square zero if A2=0. We discuss non singular linear maps on Nn(F) which preserve square zero matrices in both directions.
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| Format: | Thesis |
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[Yogyakarta] : Universitas Gadjah Mada
2011
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| Summary: | Let F be a field. Nn(F) denotes the matrices algebra consisting of all nxn
upper triangular matrices over F with all of the diagonal component is zero.
A� Nn(F) is said to be square zero if A2=0. We discuss non singular linear maps
on Nn(F) which preserve square zero matrices in both directions. |
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