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An Affine Analogue of Singer's Theorem


     

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James Singer by using the Finite Projective Geometry PG(2,pn), proved the following theorem of the 'theory of numbers': Given an integer m≥2 of the form pn (p being a prime) we can find m+I integers

d0, d1, d2,..., dm.


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  • An Affine Analogue of Singer's Theorem

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Abstract


James Singer by using the Finite Projective Geometry PG(2,pn), proved the following theorem of the 'theory of numbers': Given an integer m≥2 of the form pn (p being a prime) we can find m+I integers

d0, d1, d2,..., dm.