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fixup! refactor: redraw images using fletcher
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@ -505,8 +505,8 @@ recognizability/recognizable).
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Problēma $A$, kurai neviena no $A$, $overline(A)$ nav daļēji atrisināma?
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Problēma $A$, kurai neviena no $A$, $overline(A)$ nav daļēji atrisināma?
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- $"EQUIV"(M_1, M_2) = 1$, ja $forall x: M_1(x) = M_2(x)$.
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- $equiv(M_1, M_2) = 1$, ja $forall x: M_1(x) = M_2(x)$.
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- $overline("EQUIV")(M_1, M_2) = 1$, ja $exists x: M_1(x) != M_2(x)$.
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- $overline(equiv)(M_1, M_2) = 1$, ja $exists x: M_1(x) != M_2(x)$.
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= Nekustīgo punktu teorija
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= Nekustīgo punktu teorija
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