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The algebra of almost periodic functions has infinite topological stable rank

Authors:	Fernando Daniel Suá rez

Institution:	Department of Mathematics, University of California, Berkeley, California 94720

Abstract:	We show that if is the uniform algebra of almost periodic functions, then the set $U_n(A)=\{(a_1,\dotsc,a_n)\in A^n\colon \sum _{1\leq j\leq n}Aa_j=A\}$ cannot be dense in for any positive integer .

Keywords:	Almost periodic functions unimodulars topological stable rank

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