Lambert-féle W-függvény (Hungarian Wikipedia)

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Euler, L. "De serie Lambertina Plurimisque eius insignibus proprietatibus." Acta Acad. Scient. Petropol. 2, 29–51, 1783. Reprinted in Euler, L. Opera Omnia, Series Prima, Vol. 6: Commentationes Algebraicae. Leipzig, Germany: Teubner, pp. 350–369, 1921. (facsimile)

Chow, Timothy Y. (1999), "What is a closed-form number?", American Mathematical Monthly 106 (5): 440–448, DOI 10.2307/2589148.
(1996) „On the Lambert W function”. Advances in Computational Mathematics 5, 329–359. o. DOI:10.1007/BF02124750.
Banwell, T.C., Jayakumar, A. (2000). „Exact analytical solution for current flow through diode with series resistance”. Elect. Letters. 36 (1), 29–33. o. DOI:10.1049/el:20000301.

Lambert JH, "Observationes variae in mathesin puram", Acta Helveticae physico-mathematico-anatomico-botanico-medica, Band III, 128–168, 1758 (facsimile)

Corless, R. M. (1993). „Lambert's W function in Maple”. The Maple Technical Newsletter 9, 12–22. o, Kiadó: MapleTech.

(1996) „On the Lambert W function”. Advances in Computational Mathematics 5, 329–359. o. DOI:10.1007/BF02124750.