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finite
has definitions from the field of grammar
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[ adjective ] bounded or limited in magnitude or spatial or temporal extent
Used in print (Kenneth Hoffman and Ray Kunze, Linear Al...)We are trying to study a linear_operator T on the finite dimensional space V , by decomposing T into a direct_sum of operators which are in some sense elementary . Let T be a linear_operator on the finite dimensional vector space V over the field F . Let T be a linear_operator on the finite dimensional vector space V over the field F . Let V be a finite dimensional vector space over an algebraically closed field F , e.g. , the field of complex_numbers . In the primary decomposition theorem , it is not necessary that the vector space V be finite dimensional , nor is it necessary for parts ( a ) and ( b ) that p be the minimal polynomial for T . Related terms |
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