Shandong University of Aeronautics

output

20072025

most citedHawking radiation as tunneling from Gravity's rainbow

75 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.

Longzhao Liu3 · h 11
Shaoting Tang3 · h 17
Xin Wang3 · h 12
Guangwen Li2 · h 3
Hongwei Zheng2 · h 12
L. Yin2 · h 10
Xiaofei Yu2 · h 3
Alex X. Liu1 · h 67
B. Bhayo1 · h 13
Binbin Zhao1 · h 13
Changting Lin1 · h 12
Chaoqian Wang1 · h 14

collaborating institutions

Binzhou Medical UniversityCN6 papers
Beihang UniversityCN3 papers
Beijing Computing CenterCN2 papers
Beijing Normal UniversityCN2 papers
Shandong Institute of Business and TechnologyCN2 papers
China Agricultural UniversityCN1 paper
Chinese Academy of SciencesCN1 paper
Georgia Institute of TechnologyUS1 paper
Hebei Agricultural UniversityCN1 paper
Henan Polytechnic UniversityCN1 paper
Jilin University of Chemical TechnologyCN1 paper
Northwestern Polytechnical UniversityCN1 paper

Showing 2016Show all

2 papers · 1 filter

math.NT2016

Full dimensional sets of reals whose sums of partial quotients increase in certain speed

Liangang Ma

For a real $x \in (0, 1) ∖ Q$ , let $x = [a_{1} (x), a_{2} (x), \dots]$ be its continued fraction expansion. Let $s_{n} (x) = \sum_{j = 1}^{n} a_{j} (x)$ . The Hausdorff dimensions of the lev…

math.CA2016

On a function involving generalized complete $(p, q)$ - elliptic integrals

Barkat Ali Bhayo, Li Yin

Motivated by the work of Alzer and Richards \cite{ar}, here authors study the monotonicity and convexity properties of the function $$Δ_{p,q} (r) = \frac{{E_{p,q}(r) - \left( {r'}…

Full dimensional sets of reals whose sums of partial quotients increase in certain speed

On a function involving generalized complete (p,q)- elliptic integrals

On a function involving generalized complete $(p, q)$ - elliptic integrals