Xavier University of Louisiana

output

20012026

most citedAbsolute-Magnitude Distributions of Supernovae

148 citations

researchers with a paper here

Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.

V. De Angelis3 · h 0
A. Sunda-Meya2 · h 10
Bach Nguyen2 · h 5
Charles Burnette2 · h 2
C. Vignat2 · h 21
A. Dikandé1 · h 10
A. M. Dikandé1 · h 6
A. S. O. PhysicsAstronomy1 · h 4
Atul Dixit1 · h 17
B. Davis1 · h 4
Daniel S. Sage1 · h 13
Défi Jr. Fandio Jubgang1 · h 2

collaborating institutions

A. Alikhanyan National LaboratoryAM6 papers
Christopher Newport UniversityUS6 papers
Florida International UniversityUS6 papers
Hampton UniversityUS6 papers
Mississippi State UniversityUS6 papers
Thomas Jefferson National Accelerator FacilityUS6 papers
Tohoku UniversityJP6 papers
Lanzhou UniversityCN5 papers
Southern University at New OrleansUS5 papers
Istituto Nazionale di Fisica Nucleare, Sezione di BariIT4 papers
Istituto Superiore di SanitàIT4 papers
James Madison UniversityUS4 papers

Showing math.CAShow all

2 papers · 1 filter

math.CA2023

Estimating the $k$ th coefficient of $(f (z))^{n}$ when $k$ is not too large

Valerio De Angelis

We derive asymptotic estimates for the coefficient of $z^{k}$ in $(f (z))^{n}$ when $n \to \infty$ and $k$ is of order $n^{δ}$ , where $0 < δ < 1,$ and…

math.CA2007

Landen transformations and the integration of rational functions

George Boros, Victor H. Moll

We present a rational version of the classical Landen transformation for elliptic integrals. This is employed to obtain explicit closed-form expressions for a large class of integr…

Estimating the kth coefficient of (f(z))n when k is not too large

Landen transformations and the integration of rational functions

Estimating the $k$ th coefficient of $(f (z))^{n}$ when $k$ is not too large