INFORMAZIONI SU QUESTO ARTICOLO

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Zadeh L.A., Fuzzy sets, Information and Control, 8(3), 338–353, 1965. ZadehL.A. Fuzzy sets Information and Control 8 3 338 353 1965 Search in Google Scholar

Akın Ö., Bayeğ S., Intuitionistic fuzzy initial value problems an application, Hacettepe Journal of Mathematics and Statistics, 48(6), 1682–1694, 2019. AkınÖ. BayeğS. Intuitionistic fuzzy initial value problems an application Hacettepe Journal of Mathematics and Statistics 48 6 1682 1694 2019 Search in Google Scholar

Bayeğ S., Mert R., Akın Ö., Khaniyev T., On a type-2 fuzzy approach to solution of second-order initial value problem, Soft Computing, 26, 1671–1683, 2022. BayeğS. MertR. AkınÖ. KhaniyevT. On a type-2 fuzzy approach to solution of second-order initial value problem Soft Computing 26 1671 1683 2022 Search in Google Scholar

Akın Ö., Khaniyev T., Oruç Ö., Türkşen I.B., An algorithm for the solution of second order fuzzy initial value problems, Expert Systems with Applications, 40(3), 953–957, 2013. AkınÖ. KhaniyevT. OruçÖ. TürkşenI.B. An algorithm for the solution of second order fuzzy initial value problems Expert Systems with Applications 40 3 953 957 2013 Search in Google Scholar

Abbasbandy S., Viranloo T.A., Numerical solutions of fuzzy differential equations by Taylor method, Computational Methods in Applied Mathematics, 2(2), 113–124, 2002. AbbasbandyS. ViranlooT.A. Numerical solutions of fuzzy differential equations by Taylor method Computational Methods in Applied Mathematics 2 2 113 124 2002 Search in Google Scholar

Allahviranloo T.A., Ahmady E., Ahmady N., Nth-order fuzzy linear differential equations, Information Sciences, 178(5), 1309–1324, 2008. AllahviranlooT.A. AhmadyE. AhmadyN. Nth-order fuzzy linear differential equations Information Sciences 178 5 1309 1324 2008 Search in Google Scholar

Bede B., Gal S.G., Generalizations of the differentiability of fuzzy-number-valued functions with applications to fuzzy differential equations, Fuzzy Sets and Systems, 151(3), 581–599, 2005. BedeB. GalS.G. Generalizations of the differentiability of fuzzy-number-valued functions with applications to fuzzy differential equations Fuzzy Sets and Systems 151 3 581 599 2005 Search in Google Scholar

Bede B., Rdas I.J., Bencsik A.L., First order linear fuzzy differential equations under generalized differentiability, Information Sciences, 177(7), 1648–1662, 2007. BedeB. RdasI.J. BencsikA.L. First order linear fuzzy differential equations under generalized differentiability Information Sciences 177 7 1648 1662 2007 Search in Google Scholar

Gültekin Çitil H., The relationship between the solutions according to the noniterative method and the generalized differentiability of the fuzzy boundary value problem, Malaya Journal of Matematik, 6(4), 781–787, 2018. Gültekin ÇitilH. The relationship between the solutions according to the noniterative method and the generalized differentiability of the fuzzy boundary value problem Malaya Journal of Matematik 6 4 781 787 2018 Search in Google Scholar

Buckley J.J., Feuring T., Fuzzy differential equations, Fuzzy Sets and Systems, 110(1), 43–54, 2000. BuckleyJ.J. FeuringT. Fuzzy differential equations Fuzzy Sets and Systems 110 1 43 54 2000 Search in Google Scholar

Khastan A., Nieto J.J., A boundary value problem for second order fuzzy differential equations, Nonlinear Analysis, 72(9–10), 3583–3593, 2010. KhastanA. NietoJ.J. A boundary value problem for second order fuzzy differential equations Nonlinear Analysis 72 9–10 3583 3593 2010 Search in Google Scholar

Puri M.L., Ralescu D.A., Differentials of fuzzy functions, Journal of Mathematical Analysis and Applications, 91(2), 552–558, 1983. PuriM.L. RalescuD.A. Differentials of fuzzy functions Journal of Mathematical Analysis and Applications 91 2 552 558 1983 Search in Google Scholar

Gültekin H., Altınışık N., On solution of two-point fuzzy boundary value problems, The Bulletin of Society for Mathematical Services and Standards, 11, 31–39, 2014. GültekinH. AltınışıkN. On solution of two-point fuzzy boundary value problems The Bulletin of Society for Mathematical Services and Standards 11 31 39 2014 Search in Google Scholar

Stefanini L., Bede B., Generalized Hukuhara differentiability of interval-valued functions and interval differential equations, Nonlinear Analysis, 71(3–4), 1311–1328, 2009. StefaniniL. BedeB. Generalized Hukuhara differentiability of interval-valued functions and interval differential equations Nonlinear Analysis 71 3–4 1311 1328 2009 Search in Google Scholar

Ceylan T., Altınışık N., Fuzzy eigenvalue problem with eigenvalue parameter contained in the boundary condition, Journal of Science and Arts, 3(44), 589–602, 2018. CeylanT. AltınışıkN. Fuzzy eigenvalue problem with eigenvalue parameter contained in the boundary condition Journal of Science and Arts 3 44 589 602 2018 Search in Google Scholar

Gültekin Çitil H., Solutions of fuzzy differential equation with fuzzy number coefficient by fuzzy Laplace transform, Comptes Rendus De L'Académie Bulgare Des Sciences, 73(9), 1191–1200, 2020. Gültekin ÇitilH. Solutions of fuzzy differential equation with fuzzy number coefficient by fuzzy Laplace transform Comptes Rendus De L'Académie Bulgare Des Sciences 73 9 1191 1200 2020 Search in Google Scholar

Zadeh L.A., The concept of a linguistic variable and its application to approximate reasoning-I, Information Sciences, 8(3), 199–249, 1975. ZadehL.A. The concept of a linguistic variable and its application to approximate reasoning-I Information Sciences 8 3 199 249 1975 Search in Google Scholar

Hüllermeier E., An approach to modelling and simulation of uncertain dynamical systems, International Journal of Uncertainty Fuzziness and Knowledge-Based Systems, 05(02), 117–137, 1997. HüllermeierE. An approach to modelling and simulation of uncertain dynamical systems International Journal of Uncertainty Fuzziness and Knowledge-Based Systems 05 02 117 137 1997 Search in Google Scholar

Allahviranloo T., Ahmadi M.B., Fuzzy Laplace transforms, Soft Computing, 14(3), 235–243, 2010. AllahviranlooT. AhmadiM.B. Fuzzy Laplace transforms Soft Computing 14 3 235 243 2010 Search in Google Scholar

Patel K.R., Desai N.B., Solution of variable coefficient fuzzy differential equations by fuzzy Laplace transform, International Journal on Recent and Innovation Trends in Computing and Communication, 5(6), 927–942, 2017. PatelK.R. DesaiN.B. Solution of variable coefficient fuzzy differential equations by fuzzy Laplace transform International Journal on Recent and Innovation Trends in Computing and Communication 5 6 927 942 2017 Search in Google Scholar

Salahshour S., Allahviranloo T., Applications of fuzzy Laplace transforms, Soft Computing, 17(1), 145–158, 2013. SalahshourS. AllahviranlooT. Applications of fuzzy Laplace transforms Soft Computing 17 1 145 158 2013 Search in Google Scholar

Gültekin Çitil H., On solutions of second-order fuzzy initial value problem by fuzzy Laplace transform, International Journal of Mathematical Combinatorics, 2, 18–32, 2020. Gültekin ÇitilH. On solutions of second-order fuzzy initial value problem by fuzzy Laplace transform International Journal of Mathematical Combinatorics 2 18 32 2020 Search in Google Scholar

Gültekin Çitil H., An approach to a fuzzy problem using the fuzzy Laplace transform under the generalized differentiability, Malaya Journal of Matematik, 8(1), 82–88, 2020. Gültekin ÇitilH. An approach to a fuzzy problem using the fuzzy Laplace transform under the generalized differentiability Malaya Journal of Matematik 8 1 82 88 2020 Search in Google Scholar

ElJaoui E., Melliani S., Chadli L.S., Solving second-order fuzzy differential equations by the fuzzy Laplace transform method, Advances in Difference Equations, 66, 1–14, 2015. ElJaouiE. MellianiS. ChadliL.S. Solving second-order fuzzy differential equations by the fuzzy Laplace transform method Advances in Difference Equations 66 1 14 2015 Search in Google Scholar

Liu H.K., Comparison results of two-point fuzzy boundary value problems, World Academy of Science Engineering and Technology International Journal of Mathematical Computational Physical Electrical and Computer Engineering, 5(3), 463–469, 2011. LiuH.K. Comparison results of two-point fuzzy boundary value problems World Academy of Science Engineering and Technology International Journal of Mathematical Computational Physical Electrical and Computer Engineering 5 3 463 469 2011 Search in Google Scholar

Allahviranloo T., Gholami S., Note on “Generalized Hukuhara differentiability of interval-valued functions and interval differential equations”, Journal of Fuzzy Set Valued Analysis, 2012 (ID:jfsva-00135), 1–4, 2012. AllahviranlooT. GholamiS. Note on “Generalized Hukuhara differentiability of interval-valued functions and interval differential equations” Journal of Fuzzy Set Valued Analysis 2012 (ID:jfsva-00135), 1 4 2012 Search in Google Scholar

Khastan A., Bahrami F., Ivaz K., New results on multiple solutions for nth-order fuzzy differential equations under generalized differentiability, Boundary Value Problems, 2009(395714), 1–13, 2009. KhastanA. BahramiF. IvazK. New results on multiple solutions for nth-order fuzzy differential equations under generalized differentiability Boundary Value Problems 2009 395714 1 13 2009 Search in Google Scholar

Patel K.R., Desai N.B., Solution of fuzzy initial value problems by fuzzy Laplace transform, Kalpa Publications in Computing, 2, 25–37, 2017. PatelK.R. DesaiN.B. Solution of fuzzy initial value problems by fuzzy Laplace transform Kalpa Publications in Computing 2 25 37 2017 Search in Google Scholar

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