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- Bijective_proof abstract "In combinatorics, bijective proof is a proof technique that finds a bijective function f : A → B between two finite sets A and B, or a size-preserving bijective function between two combinatorial classes, thus proving that they have the same number of elements, |A| = |B|. One place the technique is useful is where we wish to know the size of A, but can find no direct way of counting its elements. Then establishing a bijection from A to some B solves the problem in the case when B is more easily countable. Another useful feature of the technique is that the nature of the bijection itself often provides powerful insights into each or both of the sets.".
- Bijective_proof wikiPageExternalLink Garsia-MilneInvolutionPrinciple.html.
- Bijective_proof wikiPageExternalLink www.crcpress.com.
- Bijective_proof wikiPageExternalLink dm010104.pdf.
- Bijective_proof wikiPageExternalLink v4i1r20.pdf.
- Bijective_proof wikiPageExternalLink three.pdf.
- Bijective_proof wikiPageExternalLink ohara.pdf.
- Bijective_proof wikiPageExternalLink psurvey.pdf.
- Bijective_proof wikiPageExternalLink bijbook.html.
- Bijective_proof wikiPageID "917006".
- Bijective_proof wikiPageRevisionID "545517880".
- Bijective_proof hasPhotoCollection Bijective_proof.
- Bijective_proof subject Category:Articles_containing_proofs.
- Bijective_proof subject Category:Enumerative_combinatorics.
- Bijective_proof subject Category:Mathematical_proofs.
- Bijective_proof type Abstraction100002137.
- Bijective_proof type Argument106648724.
- Bijective_proof type Communication100033020.
- Bijective_proof type Evidence106643408.
- Bijective_proof type Indication106797169.
- Bijective_proof type MathematicalProof106647864.
- Bijective_proof type MathematicalProofs.
- Bijective_proof type Proof106647614.
- Bijective_proof comment "In combinatorics, bijective proof is a proof technique that finds a bijective function f : A → B between two finite sets A and B, or a size-preserving bijective function between two combinatorial classes, thus proving that they have the same number of elements, |A| = |B|. One place the technique is useful is where we wish to know the size of A, but can find no direct way of counting its elements.".
- Bijective_proof label "Bijective proof".
- Bijective_proof label "Dimostrazione mediante biiezione".
- Bijective_proof label "Preuve bijective".
- Bijective_proof label "双射法".
- Bijective_proof sameAs Preuve_bijective.
- Bijective_proof sameAs Dimostrazione_mediante_biiezione.
- Bijective_proof sameAs m.03pq3r.
- Bijective_proof sameAs Q592286.
- Bijective_proof sameAs Q592286.
- Bijective_proof sameAs Bijective_proof.
- Bijective_proof wasDerivedFrom Bijective_proof?oldid=545517880.
- Bijective_proof isPrimaryTopicOf Bijective_proof.