References
Baron, K.,Functional equations of infinite order. Uniw. Ślaski w Katowicach Prace Nauk. — Prace Mat., Nr 265 (1978).
Baron, K. andJarczyk, W.,On approximate solutions of functional equations of countable order. Submitted to Aequationes Math.
Bessaga, C. andPełczyński, A.,Selected topics in infinite-dimensional topology. Monografie Mat. Vol.58. Polish Scientific Publishers, Warszawa, 1975.
de Blasi, F., Kwapisz, M. andMyjak, J.,Generic properties of functional equations. Nonlinear Anal.2 (1978), 239–249.
Dugundji, J.,An extension of Tietze's theorem. Pacific J. Math.1 (1951), 353–367.
Engelking, R.,General topology. Monografie Mat. Vol.60. Polish Scientific Publishers, Warszawa, 1977.
Jarczyk, W.,On a set of functional equations having continuous solutions. Glasnik Mat.17 (37), 59–64.
Jarczyk, W.,A category theorem for linear functional equations in the indeterminate case. Bull. Acad. Polon. Sci., Ser. Sci. Math.29 (1981), 371–372.
Jarczyk, W.,On linear functional equations in the determinate case. Glasnik Mat. (to appear).
Jarczyk, W.,On linear homogeneous functional equations in the indeterminate case. Fund. Math. (to appear).
Kuczma, M.,Functional equations in a single variable. Monografie Mat. Vol.46, Polish Scientific Publishers, Warszawa, 1968.
Myjak, J.,Twierdzenia o kategoriach w teorii równań różniczkowych i różniczkowofunkcjonalnych. Zeszyty Nauk. Akad. Górn.-Hutniczej-Mat.-Fiz.-Chem. Nr 687, 1978.
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Jarczyk, W. Generic properties of nonlinear functional equations. Aeq. Math. 26, 40–53 (1983). https://doi.org/10.1007/BF02189663
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DOI: https://doi.org/10.1007/BF02189663