Mathematica Eterna
Open Access

ISSN: 1314-3344

+44-77-2385-9429

Mathematica Eterna : Citations & Metrics Report

Articles published in Mathematica Eterna have been cited by esteemed scholars and scientists all around the world. Mathematica Eterna has got h-index 11, which means every article in Mathematica Eterna has got 11 average citations.

Following are the list of articles that have cited the articles published in Mathematica Eterna.

	2024	2023	2022	2021	2020	2019	2018	2017
Total published articles	36	36	20	26	15	2	23	36
Conference proceedings	0	0	0	0	0	0	0	0
Citations received as per Google Scholar, other indexing platforms and portals	109	161	184	183	194	184	176	129

Journal total citations count	1892
Journal impact factor	4.13
Journal 5 years impact factor	4.25
Journal cite score	3.35
Journal h-index	11
Journal h-index since 2019	10

Important citations (1006)

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chung sy, park jh. extinction and positivity for the evolution p-laplacian equations with absorption on networks. computers & mathematics with applications. 2015 feb 1;69(3):223-34. View at Publisher View at Google Scholar
luzzatto s, ruziboev m. young towers for product systems. arxiv preprint arxiv:1408.6950. 2014 aug 29. View at Publisher View at Google Scholar
li y, zhang z, zhu l. classification of certain qualitative properties of solutions for the quasilinear parabolic equations. arxiv preprint arxiv:1703.09882. 2017 mar 29. View at Publisher View at Google Scholar
lee yw, choi bm. stability of an incomplete gamma-type functional equation. mathematical inequalities and applications. 2005 jul 1;8(3):477. View at Publisher View at Google Scholar
kushkuley a. heavy hitters and bernoulli convolutions. arxiv preprint arxiv:1905.08930. 2019 may 22. View at Publisher View at Google Scholar
masini r, medeiros mc. counterfactual analysis with artificial controls: inference, high dimensions and nonstationarity. high dimensions and nonstationarity (september 1, 2018). 2018 sep 1. View at Publisher View at Google Scholar
fuat us, budak h, ertugral f, sarikaya mz. the minkowski's inequalities utilizing newly defined generalized fractional integral operators. communications faculty of sciences university of ankara series a1 mathematics and statistics.;68(1):686-701. View at Publisher View at Google Scholar
quilodrán r. global maximizers for adjoint fourier restriction inequalities on low dimensional spheres. arxiv preprint arxiv:1909.10230. 2019 sep 23. View at Publisher View at Google Scholar
restrepo j, chinchane v, agarwal p. weighted reverse fractional inequalities of minkowski’s and holder’s type with applications. View at Publisher View at Google Scholar
bernardini r, fabbro rc, rinaldo r. performance and design guidelines for ppetp, a peer-to-peer overlay multicast protocol for multimedia streaming. international journal on advances in networks and services volume 5, number 1 & 2, 2012. 2012. View at Publisher View at Google Scholar
usta f, budak h, ertugral f, sarikaya mz. the minkowski’s inequalities utilizing newly defined generalized fractional integral operators. View at Publisher View at Google Scholar
qi ge, chengmin ho. positive solutions for boundary value problems of the third-order q-symmetric difference equations with parameter. View at Publisher View at Google Scholar
yildirim me, sarikaya mz, yildirim h. the generalized some integral inequalities via minkowski and inverse minkowski for generalized fractional integral operators. View at Publisher View at Google Scholar
ruziboev m. gibbs-markov-young structures and decay of correlations. View at Publisher View at Google Scholar
benaissa b. more on reverses of minkowski’s inequalities and hardy’s integral inequalities. asian-european journal of mathematics. 2018 dec 13:2050064. View at Publisher View at Google Scholar
dalalyan as, riou-durand l, karagulyan a. bounding the error of discretized langevin algorithms for non-strongly log-concave targets. arxiv preprint arxiv:1906.08530. 2019 jun 20. View at Publisher View at Google Scholar
agarwal p, jerbashian am, restrepo je. weighted integral inequalities in terms of omega-fractional integro-differentiation. inadvances in mathematical inequalities and applications 2018 (pp. 199-217). birkhäuser, singapore. View at Publisher View at Google Scholar
udo u. boletÄ±n de la asociación matemática venezolana. View at Publisher View at Google Scholar
sousa j, de oliveira ec. the minkowski's inequality by means of a generalized fractional integral. arxiv preprint arxiv:1705.07191. 2017 may 10. View at Publisher View at Google Scholar
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