×

Sopra un’estensione di una formula asintotica di Laplace agli integrali multipli. (Italian) Zbl 0049.31904

PDF BibTeX XML Cite
Full Text: Numdam EuDML

References:

[1] G. Dabboux [1]: Mémoire sur l’approximation des fonctions de très grands nombres etc . ( Journ. de Mathém. ( 3 ), vol. IV , 1878 ), p. 29 . Article
[2] R.H. Fowler [1]: Statistical Mechanics , ( Cambridge , 1936 ), p. 47 . Zbl 0016.17206 · Zbl 0016.17206
[3] W. Fulks [1]: A generalisation of Laplace method , ( Proceed. of the Amer. Math. Soc. , II , 1951 , p. 613 - 622 ). MR 43272 | Zbl 0043.32002 · Zbl 0043.32002
[4] L.C. Hsu [1]: A theorem on the asymptotic behavior of a multiple integral , ( Duke Mathem. Journ. , 15 , 1948 , 623 - 632 ). Article | MR 27078 | Zbl 0040.18002 · Zbl 0040.18002
[5] : A. theorem concerning an asymptotic integration , ( Scienza cinese (?) , 16 , 1951 , 149 - 155 ). Testo cinese con sunto in inglese. MR 54702 | Zbl 0972.93018 · Zbl 0972.93018
[6] P.S. Laplace [1]: Théorie analytique des probabitités , ( Oeuvres complètes , Paris , 1886 , p. 89 - 110 ). Article
[7] H. Lebesgue [1]: Remarques sur un énoncé dû à Stieltjes , ( Annales de la Faculté des Sciences de Toulouse , ( 3 ), 1 , 1909 ). Numdam · JFM 41.0329.01
[8] B. Levi [1]: Sobre una formula de Laplace , ( Public. Univ. del Litoral , VI , 1946 , 341 - 351 ). MR 16430 | Zbl 0063.03509 · Zbl 0063.03509
[9] G. Polya u. G. Szegö [1]: Aufgaben und Lehrsätze aus der Analysis , ( Berlin , 1925 ), Bd. 1 , 78 , 244 .
[10] A. Romanowsky [1]: Sur la loi sinusoidate limite , ( Rend. Circ. Mat. Palermo , 56 , 1932 ), p. 85 . Zbl 0004.26401 · Zbl 0004.26401
[11] T. Stieltjes [1]: Correspondance de Hermite et de Stieltjes , t. II , 185 , 315 - 317 , 335 .
[12] D.H. Widder [1]: The Laplace Transform , ( Princeton , 1946 ), p. 277 . JFM 67.0384.01 · JFM 67.0384.01
This reference list is based on information provided by the publisher or from digital mathematics libraries. Its items are heuristically matched to zbMATH identifiers and may contain data conversion errors. It attempts to reflect the references listed in the original paper as accurately as possible without claiming the completeness or perfect precision of the matching.