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Rice%27s_theorem - Dictious

10 Results found for " Rice's_theorem"

Rice's theorem

Named after Henry Gordon <span class="searchmatch">Rice</span>, who proved it in 1951. <span class="searchmatch">Rice&#039;s</span> <span class="searchmatch">theorem</span> (computing theory) A <span class="searchmatch">theorem</span> stating that all nontrivial semantic properties of programs...


heteromerics

heteromerics plural of heteromeric <span class="searchmatch">Rice&#039;s</span> <span class="searchmatch">theorem</span>, heroic meters...


heroic meters

heroic meters plural of heroic meter <span class="searchmatch">Rice&#039;s</span> <span class="searchmatch">theorem</span>, heteromerics...


theorem

root <span class="searchmatch">theorem</span> <span class="searchmatch">Rice&#039;s</span> <span class="searchmatch">theorem</span> Richardson&#039;s <span class="searchmatch">theorem</span> Riemann-Roch <span class="searchmatch">theorem</span> Robertson-Seymour <span class="searchmatch">theorem</span> Rolle&#039;s <span class="searchmatch">theorem</span> Romanov&#039;s <span class="searchmatch">theorem</span> Roth&#039;s <span class="searchmatch">theorem</span> Runge&#039;s...


Chinese

remainder <span class="searchmatch">theorem</span> Chinese restaurant process Chinese restaurant syndrome Chinese Revolution Chinese rhubarb (Rheum palmatum, Rheum officinale) Chinese <span class="searchmatch">rice</span> wine...


Arnold

Schwarzenegger Arnoldian Arnoldianism Arnoldist Kolmogorov-Arnold-Moser <span class="searchmatch">theorem</span> Thorpe Arnold erne -ornis ornitho- male given name Orland, Randol, Roland...


pancake

pancake-maker pancake number pancake slug pancake sorting pancake syrup pancake <span class="searchmatch">theorem</span> pancake tortoise pancake turner potato pancake scallion pancake Scotch...


implicit function

of R n − 1 {\displaystyle \mathbb {R} ^{n-1}} . The implicit function <span class="searchmatch">theorem</span> deals, in part, with what constraints on the equation ensure that f {\displaystyle...


integral

x = ∞ {\displaystyle \int _{0}^{1}{\frac {1}{x}}dx=\infty } . Stokes&#039; <span class="searchmatch">theorem</span> relates the integral over a surface of the curl of a vector field to a...


ball

gutter ball gym ball gyroball hair-ball hairball hairy balls hairy ball <span class="searchmatch">theorem</span> half-ball hamster ball hand-ball hand ball handled the ball hanging ball...