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- W3161420143 abstract "Given any 1-random set $X$ and any $rin(0,1)$, we construct a set of intrinsic density $r$ which is computable from $roplus X$. For almost all $r$, this set will be the first known example of an intrinsic density $r$ set which cannot compute any $r$-Bernoulli random set. To achieve this, we shall formalize the {tt into} and {tt within} noncomputable coding methods which work well with intrinsic density." @default.
- W3161420143 created "2021-05-24" @default.
- W3161420143 creator A5091691441 @default.
- W3161420143 date "2020-05-28" @default.
- W3161420143 modified "2023-09-27" @default.
- W3161420143 title "Intermediate Intrinsic Density and Randomness" @default.
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