Exploring Interminable Finite Mathematical Progressions in Base10

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SUMMARY

A finite mathematical progression in Base10 has been developed that zeroes out and repeats itself indefinitely. This progression challenges the established Gödel theorem of numbers, suggesting a new perspective on mathematical sequences. The discussion centers around the potential for publishing this work in a prestigious journal, emphasizing the need for significant applications to validate the findings.

PREREQUISITES
  • Understanding of finite mathematical progressions
  • Familiarity with Base10 numeral system
  • Knowledge of Gödel's incompleteness theorems
  • Experience in academic publishing and journal selection
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  • Research the implications of Gödel's theorem on mathematical sequences
  • Explore the concept of infinite series and their applications
  • Investigate potential journals for publishing mathematical research
  • Study the properties of Base10 and its significance in mathematics
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Mathematicians, researchers in theoretical mathematics, and academics interested in publishing innovative mathematical findings.

Robust
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A finite mathematic progression, an orderly and discrete progression of Base10 has been achieved. The progression (4 full pages) zeroes out and repeats itself interminably. What prestigious Journal might be recommended for submission of this work?
 
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You might want to explain what in the world you are talking about. I can't imagine any journal printing "4 full pages" of a sequence that doesn't have some really important application.

What do you mean by "zeroes out" and "repeats itself interminably". Put together that sounds like the sequence eventually becomes all zeroes. Doesn't sound very exciting to me!
 
HallsofIvy said:
You might want to explain what in the world you are talking about. I can't imagine any journal printing "4 full pages" of a sequence that doesn't have some really important application.

What do you mean by "zeroes out" and "repeats itself interminably". Put together that sounds like the sequence eventually becomes all zeroes. Doesn't sound very exciting to me!

You are correct Halls, the sequence does eventually become all zeroes, but then repeats - a finite mathematic progression that overturns the Goedel theorem of numbers. That's why I enquire about a "prestigious" Journal.
 
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