The paper refutes the Karvatskyi-Pratsiovytyi conjecture by exhibiting series a≤c≤b such that the achievement sets of a and b are Cantor-type while c's is a Cantorval.
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A counterexample to the Karvatskyi--Pratsiovytyi conjecture concerning the achievement set of an intermediate series
The paper refutes the Karvatskyi-Pratsiovytyi conjecture by exhibiting series a≤c≤b such that the achievement sets of a and b are Cantor-type while c's is a Cantorval.