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Urve Kangro. 2017. Cordial Volterra integral equations and singular fractional integro-differential equations in spaces of analytic functions. Mathematical Modelling & Analysis, 22(4), pp. 548–567.KangroUrve2017Cordial Volterra integral equations and singular fractional integro-differential equations in spaces of analytic functionsMathematical Modelling & Analysis224548567Search in Google Scholar
Ermine Oganesovna Azizian, & Khachatur Aghavardovich Khachatryan. 2016. One-parametric family of positive solutions for a class of nonlinear discrete hammerstein-volterra equations. Ufa Mathematical Journal, 8(1), pp. 13–19.AzizianErmine OganesovnaKhachatryanKhachatur Aghavardovich2016One-parametric family of positive solutions for a class of nonlinear discrete hammerstein-volterra equationsUfa Mathematical Journal811319Search in Google Scholar
Yunxia Wei, Yanping Chen, & Yunqing Huang. 2018. Legendre collocation method for Volterra integro-differential algebraic equation. Journal of Scientific Computing, 19(3), pp. 672–688.WeiYunxiaChenYanpingHuangYunqing2018Legendre collocation method for Volterra integro-differential algebraic equationJournal of Scientific Computing193672688Search in Google Scholar
Hounie, Jorge, & Picon, Tiago. 2016. L1 sobolev estimates for (pseudo)-differential operators and applications. Mathematische Nachrichten, 289(14–15), pp. 1838–1854.HounieJorgePiconTiago2016L1 sobolev estimates for (pseudo)-differential operators and applicationsMathematische Nachrichten28914–1518381854Search in Google Scholar
Ibrahim, R. W., Ahmad, M. Z., & Mohammed, M. J. 2016. Periodicity and positivity of a class of fractional differential equations., 5(1), pp. 824.IbrahimR. W.AhmadM. Z.MohammedM. J.2016Periodicity and positivity of a class of fractional differential equations51824Search in Google Scholar
M. A Abdou, & S. A Raad. 2016. Nonlocal solution of a nonlinear partial differential equation and its equivalent of nonlinear integral equation. Journal of Computational & Theoretical Nanoscience, 13(7), pp. 4580–4587.AbdouM. ARaadS. A2016Nonlocal solution of a nonlinear partial differential equation and its equivalent of nonlinear integral equationJournal of Computational & Theoretical Nanoscience13745804587Search in Google Scholar
GERT AUDRING. 2017. Isomorphism theorems for some parabolic initial-boundary value problems in hörmander spaces. Open Mathematics, 15(1), pp. 57–76.GERT AUDRING2017Isomorphism theorems for some parabolic initial-boundary value problems in hörmander spacesOpen Mathematics1515776Search in Google Scholar
Min Cai, & Changpin Li. 2019. Regularity of the solution to riesz-type fractional differential equation. Integral Transforms and Special Functions, 30(2), pp. 1–32.CaiMinLiChangpin2019Regularity of the solution to riesz-type fractional differential equationIntegral Transforms and Special Functions302132Search in Google Scholar
Mohammad ZAREBNIA, Reza PARVAZ, & Amir SABOOR BAGHERZADEH. 2018. Deviation of the error estimation for Volterra integro-differential equations. Acta Mathematica Scientia (English Series), 38(4), pp. 1322–1344.ZAREBNIAMohammadPARVAZRezaSABOOR BAGHERZADEHAmir2018Deviation of the error estimation for Volterra integro-differential equationsActa Mathematica Scientia (English Series)38413221344Search in Google Scholar
Shaofei Wu, 2015. A Traffic Motion Object Extraction Algorithm, International Journal of Bifurcation and Chaos, 25(14), pp. 1540039.WuShaofei2015A Traffic Motion Object Extraction AlgorithmInternational Journal of Bifurcation and Chaos25141540039Search in Google Scholar
Shaofei Wu, Mingqing Wang, Yuntao Zou. 2018. Research on internet information mining based on agent algorithm, Future Generation Computer Systems, 86, pp. 598–602.WuShaofeiWangMingqingZouYuntao2018Research on internet information mining based on agent algorithmFuture Generation Computer Systems86598602Search in Google Scholar
Shaofei Wu, 2019. Nonlinear information data mining based on time series for fractional differential operators, Chaos, 29, pp. 013114.WuShaofei2019Nonlinear information data mining based on time series for fractional differential operatorsChaos29013114Search in Google Scholar
M. Salai Mathi Selvi, L. Rajendran. 2019. Application of modified wavelet and homotopy perturbation methods to nonlinear oscillation problems, Applied Mathematics and Nonlinear Sciences, 4(2), pp. 351–364.Salai Mathi SelviM.RajendranL.2019Application of modified wavelet and homotopy perturbation methods to nonlinear oscillation problemsApplied Mathematics and Nonlinear Sciences42351364Search in Google Scholar
Faruk Dusunceli. 2019. New Exact Solutions for Generalized (3+1) Shallow Water-Like (SWL) Equation, Applied Mathematics and Nonlinear Sciences, 4(2), pp. 365–370.DusunceliFaruk2019New Exact Solutions for Generalized (3+1) Shallow Water-Like (SWL) EquationApplied Mathematics and Nonlinear Sciences42365370Search in Google Scholar
Shailaja Shirakol, Manjula Kalyanshetti, Sunilkumar M. Hosamani. 2019. QSPR Analysis of certain Distance Based Topological Indices, Applied Mathematics and Nonlinear Sciences, 4(2), pp. 371–386.ShirakolShailajaKalyanshettiManjulaHosamaniSunilkumar M.2019QSPR Analysis of certain Distance Based Topological IndicesApplied Mathematics and Nonlinear Sciences42371386Search in Google Scholar
P. F. Zhou, Q. Fan, J. Zhu, Empirical Analysis on Environmental Regulation Performance Measurement in Manufacturing Industry: A Case Study of Chongqing, Applied Mathematics and Nonlinear Sciences, 2020. 5(1):pp. 25–34.ZhouP. F.FanQ.ZhuJ.Empirical Analysis on Environmental Regulation Performance Measurement in Manufacturing Industry: A Case Study of ChongqingApplied Mathematics and Nonlinear Sciences2020512534Search in Google Scholar
D. K. Josheski, E. Karamazova, M. Apostolov, Shapley-Folkman-Lyapunov theorem and Asymmetric First price auctions, Applied Mathematics and Nonlinear Sciences, 2019. 4(2):pp. 331–350.JosheskiD. K.KaramazovaE.ApostolovM.Shapley-Folkman-Lyapunov theorem and Asymmetric First price auctionsApplied Mathematics and Nonlinear Sciences201942331350Search in Google Scholar