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Lăcrămioara Radomir, Raluca Ciornea, Huiwen Wang, Yide Liu, Christian M. Ringle & Marko Sarstedt (Editors), State of the Art in Partial Least Squares Structural Equation Modeling (PLS-SEM), Springer, 2023
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Mező, I. & Baricz, Á. (2017) Transactions of the American Mathematical Society [Matematică, Q1]

Autor: Ovidiu Ioan Moisescu

Publicat: 24 Noiembrie 2020


Mező, I. & Baricz, Á. (2017) On the generalization of the Lambert 𝑊 function. Transactions of the American Mathematical Society, 369(11), 7917-7934.

DOI: https://doi.org/10.1090/tran/6911

✓ Publisher: American Mathematical Society
✓ Web of Science Core Collection: Science Citation Index Expanded
✓ Categories: Mathematics
✓ Article Influence Score (AIS): 1.706 (2017) / Q1

Abstract: The Lambert W function, giving the solutions of a simple transcendental equation, has become a famous function and arises in many applications in combinatorics, physics, or population dyamics just to mention a few. In this paper we construct and study in great detail a generalization of the Lambert W which involves some special polynomials and even combinatorial aspects.



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