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- Title
A CLASSROOM NOTE ON A SUFFICIENT, BUT UNSATISFIED, CONDITION FOR GOLDBACH'S CONJECTURE TO BE TRUE.
- Authors
Skurnick, Ronald
- Abstract
The article presents a classroom note on a sufficient, but unsatisfied, condition for Goldbacch's Conjecture to be true. Goldbach's Conjecture is said to be one of the oldest unsolved problems in the number theory field. A sufficient condition for an even integer greater than or equal to 6 to be a Goldbach number is presented. This sufficient condition for Goldbach's Conjecture has been considered true, but turns out to be unsatisfied.
- Subjects
GOLDBACH conjecture; NUMBER theory; ALGEBRA; MATHEMATICS; PRIME numbers
- Publication
Mathematics & Computer Education, 2011, Vol 45, Issue 1, p66
- ISSN
0730-8639
- Publication type
Article