Does Raz and Tal 2018 (linked) falsify the Extended Church-Turing Hypothesis?












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In the paper Oracle Separation of BQP and PH, Raz and Tal exhibit an algorithm that is in complexity class BQP but not in PH.



Question: Does their proof invalidate the Extended Church-Turing Hypothesis? (Note: the Extended Church-Turing Hypothesis is not the same as the Church-Turing Hypothesis)










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    0












    $begingroup$


    In the paper Oracle Separation of BQP and PH, Raz and Tal exhibit an algorithm that is in complexity class BQP but not in PH.



    Question: Does their proof invalidate the Extended Church-Turing Hypothesis? (Note: the Extended Church-Turing Hypothesis is not the same as the Church-Turing Hypothesis)










    share|cite|improve this question









    $endgroup$















      0












      0








      0





      $begingroup$


      In the paper Oracle Separation of BQP and PH, Raz and Tal exhibit an algorithm that is in complexity class BQP but not in PH.



      Question: Does their proof invalidate the Extended Church-Turing Hypothesis? (Note: the Extended Church-Turing Hypothesis is not the same as the Church-Turing Hypothesis)










      share|cite|improve this question









      $endgroup$




      In the paper Oracle Separation of BQP and PH, Raz and Tal exhibit an algorithm that is in complexity class BQP but not in PH.



      Question: Does their proof invalidate the Extended Church-Turing Hypothesis? (Note: the Extended Church-Turing Hypothesis is not the same as the Church-Turing Hypothesis)







      computational-complexity quantum-computation






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      share|cite|improve this question











      share|cite|improve this question




      share|cite|improve this question










      asked Dec 4 '18 at 8:14









      user146679user146679

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