1- -10 points- Show that if there exists a pseudorandom function famil.pdf
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1. [10 points] Show that if there exists a pseudorandom function family F = { F } N , where the family F consists of functions from { 0 , 1 } to { 0 , 1 } then there exist one way functions. 2. [10 points] Does the implication still hold if the family F consists of functions from { 0 , 1 } to { 0 , 1 } ?.
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![1. [10 points] Show that if there exists a pseudorandom function family F = { F } N , where the
family F consists of functions from { 0 , 1 } to { 0 , 1 } then there exist one way functions. 2. [10
points] Does the implication still hold if the family F consists of functions from { 0 , 1 } to { 0 ,
1 } ?](https://image.slidesharecdn.com/1-10points-showthatifthereexistsapseudorandomfunctionfamil-230311035417-f6919798/85/1-10-points-Show-that-if-there-exists-a-pseudorandom-function-famil-pdf-1-320.jpg)
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