Asymptotically Linear Solutions for Some Linear Fractional Differential Equations by Dumitru Baleanu, Octavian G. Mustafa, Ravi P. Agarwal

“…We establish here that under some simple restrictions on the functional coefficient a(t) the fractional differential equation D0tα[tx′−x+x(0)]+a(t)x=0,  t>0, has a solution expressible as ct+d+o(1) for t→+∞, where D0tα designates the Riemann-Liouville derivative of order α∈(0,1) and c,d∈ℝ.…”
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Modified logistic differential equation of neutral type with time delay by Donatas Švitra

“… The following differential equation is considered: N(t) = rN[1 + a(1 − {N(t)}/K) − {N(t − h) + ρN(t − h)}/K]. …”
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A note on the reducibility of linear differential equations with quasiperiodic coefficients by Xiaoping Yuan, Ana Nunes

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A survey of partial differential equations with piecewise continuous arguments by Joseph Wiener, Lokenath Debnath

Subjects: “…partial differential equations…”
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A partial differential equation model of metastasized prostatic cancer by Avner Friedman, Harsh Vardhan Jain

“…Here, we develop a partial differential equation model of the growth and response to treatment of prostate cancer that has metastasized to the bone. …”
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On periodic-type solutions of systems of linear ordinary differential equations by I. Kiguradze

“…We establish nonimprovable, in a certain sense, sufficient conditions for the existence of a unique periodic-type solution for systems of linear ordinary differential equations.…”
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Solvlng Non-Linear First Order Ordinary Differential Equations. by Taremwa, Elias

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Systems of Ordinary Differential Equations with Time Dependent Coefficient Matrix. by Twesiime, Gerald

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Global solution for wave equation involving the fractional Laplacian with logarithmic nonlinearity by Bidi Younes, Abderrahmane Beniani, Khaled Zennir, Zayd Hajjej, Hongwei Zhang

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A duality theorem for solutions of elliptic equations by Pierre Blanchet

Subjects: “…partial differential equations…”
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Unfixed Bias Iterator: A New Iterative Format by Zeqing Zhang, Xue Wang, Jiamin Shen, Man Zhang, Sen Yang, Fanchang Yang, Wei Zhao, Jia Wang

Subjects: “…Partial differential equations…”
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Studies on the differential equations of enzyme kinetics. II. bimolecular reaction: the fitting of experimental data to the simplified model by Claude Marmasse, Joseph Wiener

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Simulation of a photosynthesis by Marina Grabovskaja, Donatas Švitra

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Positive Solutions for Boundary Value Problem of Nonlinear Fractional Differential Equation by Moustafa El-Shahed

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Harmonic analysis and partial differential equations. Brief walk through these domains by Alejandro Ortiz Fernández

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Existence of Periodic Solutions to Multidelay Functional Differential Equations of Second Order by Cemil Tunç, Ramazan Yazgan

“…Using Lyapunov-Krasovskii functional approach, we establish a new result to guarantee the existence of periodic solutions of a certain multidelay nonlinear functional differential equation of second order. By this work, we extend and improve some earlier result in the literature.…”
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On the Exact Solutions of Two (3+1)-Dimensional Nonlinear Differential Equations by Fanning Meng, Yongyi Gu

“…In this article, exact solutions of two (3+1)-dimensional nonlinear differential equations are derived by using the complex method. …”
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Three-Point Boundary Value Problems for Conformable Fractional Differential Equations by H. Batarfi, Jorge Losada, Juan J. Nieto, W. Shammakh

“…We study a fractional differential equation using a recent novel concept of fractional derivative with initial and three-point boundary conditions. …”
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On Delay-Independent Criteria for Oscillation of Higher-Order Functional Differential Equations by Yuangong Sun

“…We investigate the oscillation of the following higher-order functional differential equation: x(n)(t)+q(t)|x(t-τ)|λ-1x(t-τ)=e(t), where q(t) and e(t) are continuous functions on [t0,∞), 1>λ>0 and τ≠0 are constants. …”
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On the Numerical Solution of Fractional Parabolic Partial Differential Equations with the Dirichlet Condition by Allaberen Ashyralyev, Zafer Cakir

“…A procedure of modified Gauss elimination method is used for solving these difference schemes in the case of one-dimensional fractional parabolic partial differential equations.…”
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