recursion u rečniku francuskog jezika Oksford‒Hašet

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Jednojezični primeri (nisu ih verifikovali PONS urednici)

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Jones (1997) presents a view of the second recursion theorem based on a reflexive language.
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Generalized recursion theory extends the ideas of recursion theory to computations that are no longer necessarily finite.
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Photographic masks are peculiar in that they are produced from the image they will alter, an exercise in recursion.
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New type classes for generic programming and common recursion patterns are supported.
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Each level of the recursion gives rise to a quotient.
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For example, if "f" calls itself, that is direct recursion.
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This extended algorithm accommodates indirect left recursion by comparing its computed context with current context.
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The obvious recursion relation results from repeatedly applying the raising or lowering operators.
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This requires declaring functions before use, though not necessarily defining them, and requires forward declaration in some cases, notably for mutual recursion.
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Structural recursion is usually proved correct by structural induction; in particularly easy cases, the inductive step is often left out.
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