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We compute mod    (  p  ,   v  1   )    topological Hochschild homology of the connective cover of the    K  (  1  )   ‐local sphere spectrum for all primes    p  ⩾  3   . This is accomplished using a May‐type spectral sequence in topological Hochschild homology constructed from a filtration of a commutative ring spectrum.

On topological Hochschild homology of the K ( 1 ) ‐local sphere