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References:
[1] NEUMAN F.: Transformations and canonical forms of functional-differential equations. Proc. Roy. Soc. Edinburgh Sect. A 115 (1990), 349-357. MR 1069527
[2] GROVE E. A.: Sufficient conditions for oscillation and nonoscillation of neutral equations. J. Differential Equations 68 (1987), 373-382. MR 0891334 | Zbl 0616.34063
[3] GRAMMATIKOPOULOS M. K.-SFICAS Y. G.-STAVROULAKIS I. P.: Necessary and sufficient conditions for oscillations of neutral equations with several coefficients. J. Differential Equations 76 (1988), 294-311. MR 0969427 | Zbl 0669.34069
[4] ARINO O.: Necessary and sufficient condition for oscillation of a neutral differential system with several delays. J. Differential Equations 81 (1989), 98-105. MR 1012201 | Zbl 0691.34054
[5] NEUMAN F.: Simultaneous solutions of a system of Abel equations and differential equations with several deviations. Czechoslovak Math. J. 32(107) (1982), 488-494. MR 0669790 | Zbl 0524.34070
[6] NEUMAN F.: On solutions of the vector functional equation $y(\xi(x)) = f(x)Ay(x)$, Aequationes Math. 16 (1977), 245-257. MR 0467061
[7] NEUMAN F.: On transformations of differential equations and systems with deviating argument. Czechoslovak Math. J. 31(106) (1981), 87-90. MR 0604115 | Zbl 0463.34051
[8] NEUMAN F.: Global theory of ordinary linear homogeneous differential equations in the real domain I; II. Aequationes Math. 33; 34 (1987), 123-149; 1-22. MR 0915867
[9] TRYHUK V.: The most general transformation of homogeneous linear differential retarded equations of the first order. Arch. Math. (Brno) 16 (1980), 225-230. MR 0594470 | Zbl 0448.34073
[10] TRYHUK V.: The most general transformation of homogeneous linear differential retarded equations of the nth order. Math. Slovaca 1 (1983), 15-21. MR 0689272
[11] TRYHUK V.: Pointwise transformations of linear functional differential equations of the nth order. (To appear). MR 0412523

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