Seeking a converse of a folklore result we are led to a surprising result, namely, Euler's Totient theorem and Fermat's little theorem are generalizations of one another, a fact which seems to have been overlooked since the Euler time. This in particular verifies the power of Converse in which the author strongly believes in
Karamzadeh, O. (2026). Is generalization in mathematics truly one-directional?. Journal of Advanced Mathematical Modeling, 16(2), 1–4. https://doi.org/10.22055/jamm.2026.51934.2478
MLA
Karamzadeh, O. "Is generalization in mathematics truly one-directional?", Journal of Advanced Mathematical Modeling, 16, 2, 2026, 1–4. doi: 10.22055/jamm.2026.51934.2478
HARVARD
Karamzadeh, O. (2026). 'Is generalization in mathematics truly one-directional?', Journal of Advanced Mathematical Modeling, 16(2), pp. 1–4. doi: 10.22055/jamm.2026.51934.2478
CHICAGO
Karamzadeh, O., "Is generalization in mathematics truly one-directional?." Journal of Advanced Mathematical Modeling, 16 2 (2026): 1–4, doi: 10.22055/jamm.2026.51934.2478
VANCOUVER
Karamzadeh O. Is generalization in mathematics truly one-directional?. JAMM. 2026;16(2):1–4 (In Persian). doi: 10.22055/jamm.2026.51934.2478
