]١[ ﻣﻨﯿﺮی، م. )1398(، »رﯾﺎﺿﯿﺎت در ﺗﻘﺎﺑﻞ ﺑﺎ ﻓﻠﺴﻔﻪ و ﻋﻠﻮم ﻃﺒﯿﻌ«ͬ، ﻓﺮﻫﻨﮓ و اﻧﺪﯾﺸﮥ رﯾﺎﺿͬی، ٨٣ )۵۶(، ﺻﺺ. ١۶‐۵٧
]٢[ ﻣﻨﯿﺮی، م. )1404.( »ﺑﻦﻣﺎﯾﻪﻫﺎی ﺗﺠﺪﯾﺪﻧﻈﺮﻃﻠﺒﯽ در ﻣﻨﻄﻖ و ﻣﻨﻄﻖ ﻓﺎزی«، ﺳﯿﺴﺘﻢﻫﺎی ﻓﺎزی و ﮐﺎرﺑﺮدﻫﺎ، ٨)۶١(، ﺻﺺ. ٧٠٢‐٨١٢.
[3] Bergmann, M. (2008). An Introduction to Many-Valued and Fuzzy Logic: Semantics, Algebras, and Derivation Systems, Cambridge University Press.
[4] Castaño, D. & Varela, J. P. D. & Savoy, G. (2025), ”Strong completeness for the predicate logic of the continuous t-norms”, Fuzzy Sets and Systems, 500, pp. 1-25.
[5] Goldblatt, R. (1998). Lectures on the hyperreals: an introduction to nonstandard analysis (Vol. 188). Springer Science & Business Media.
[6] Hájek, P. (2001). Metamathematics of fuzzy logic (Vol. 4). Springer Science & Business Media.
[7] Kanovei, V. & Reeken, M. (2004), Nonstandard Analysis, Axiomatically, Book Series Springer Monographs in Mathematics, Springer Berlin: Heidelberg.
[8] Nelson, E. (1977). ”Internal Set Theory: A New Approach to Nonstandard Analysis,” Bulletin of the American Mathematical Society, 83 (6).
[9] Nguyen, H. T., Walker, C., & Walker, E. A. (2018). A First Course in Fuzzy Logic, CRC Press.
[10] Loeb, P. A. & Wolff, M. P. H. (eds.) (2015). Nonstandard Analysis for the Working Mathematician, Springer Dordrecht.
[11] Robinson, A. (1974). Non-standard analysis. Princeton University Press.
[12] Verbruggen, H. B. & Bruijn, P. M. (1997). ”Fuzzy control and conventional control: What is (and can be) the real contribution of Fuzzy Systems?”, Fuzzy Sets and Systems, 90 (2), pp. 151–160.