The Reduced Smarandache Cube-partial- Digital Subsequence Is Infinite
نویسنده
چکیده
In this paper we prove Smarandache cube-partial-digital subsequence
منابع مشابه
Construction of Elements of the Smarandache Square-partial-digital Subsequence
The Smarandache Square-Partial-Digital Subsequence (SPDS) ~s the sequence of square integers which admit a partition for which each segment is a square integer. An example is 506 = 256036 which has partition 25610136. Ashbacher considers these numbers on page 44 of [1] and quickly shows that the SPDS is infinite by exhibiting two infinite IIfamilies ll of elements. We will extend his results by...
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Felice Russo 1vIicrolZ Technology ltal)/ Avezzano (Aq) ItaZv In this not~ we r~port the solution of an unsolved qu~stion on Smarandache Squar~-Partial-Digital Subsequ~nce. We have found it by ~xtesi\'~ computer search. Some n~w questions about palindromic numb~rs and prime numbers in SSPDS are posed too. Introduction The Smarandache Square-Partial-Digital Subsequence (SSPDS) is the sequenc~ of ...
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