SOLUTION: let X IS NOT EQUAL TO 0.let X approach to X be a bijective mapping, define
F=(A subset of X : A=f^-1(B) for some B subset of X)
is F a sigma-algebra over X? if so prove. if n
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-> SOLUTION: let X IS NOT EQUAL TO 0.let X approach to X be a bijective mapping, define
F=(A subset of X : A=f^-1(B) for some B subset of X)
is F a sigma-algebra over X? if so prove. if n
Log On
Question 1074058: let X IS NOT EQUAL TO 0.let X approach to X be a bijective mapping, define
F=(A subset of X : A=f^-1(B) for some B subset of X)
is F a sigma-algebra over X? if so prove. if not,state and show that which property is not satisfied. Answer by ikleyn(52905) (Show Source):
