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canthenconclude:(8x)(x),whichis(intuitionisticallyaswellasclassically canthenconclude:(8x)(x),whichis(intuitionisticallyaswellasclassically

canthenconclude:(8x)(x),whichis(intuitionisticallyaswellasclassically - PDF document

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canthenconclude:(8x)(x),whichis(intuitionisticallyaswellasclassically - PPT Presentation

The rstmovebeyondEAistoallowuniversalquanti cationoverthenaturalnumbersOncewehavetheabilitytogeneralizewecande neconjunctioninductivelybytheprescriptionthat8xx8y yDf8x8yx yI ID: 364764

The rstmovebeyondEAistoallowuniversalquanti cationoverthenat-uralnumbers.Oncewehavetheabilitytogeneralize wecande neconjunctioninductivelybytheprescriptionthat(8x)(x)^(8y) (y)=Df(8x)(8y)((x)^ (y)):I

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