Conference Introduction
International Conference on Physics, Mathematics and Statistics（ICPMS 2018）will be held during May 12 to 14,2018 in Shanghai, China. The conference will provide a high level forum for scholars and researchers from all over the world to share their research achievements, explore the hot issues and exchange the new experiences and technologies in the field of Physics, Mathematics and Statistics.
All accepted papers by ICPMS2018 will be published by IOP (Journal of Physics: Conference Series; ISSN 1742-6596), and submitted to CPCI, Scopus, Ei Compendex, Inspec for indexing.
All full paper submissions will be peer reviewed by technical committees of the Conference and evaluated based on originality, technical and research content/depth, correctness, relevance to conference, contributions, and readability.
News
The proceedings of ICPMS2018 has been published online, we have sent email to all authors, please check in time and download it from: http://iopscience.iop.org/issue/1742-6596/1053/1
ICPMS2018 has been held successfully in Shanghai, China during May 12 to 14, 2018. The organizing committee would like to express our great gratitude to all the authors and researchers, and hearted thanks to the reviewers. Looking forward to your participation of ICPMS2019 next year
ICPMS 2018 has been included in cnki.
ICPMS 2018 has been included in ScienceNet.cn.
ICPMS 2018 is IOP Conference Series key support conference for the third quarter of 2018.
The conference is approaching and the last deadline of submission is April 30, 2018, please submit your paper as soon as possible.
For scholars who want to attend the conference, please write an email to secretary@pmsconf.org for registration, please note your name, affiliation, telephone.
Publishing and indexing
Journal of Physics: Conference Series (JPCS)
Online ISSN: 1742-6596
Print ISSN: 1742-6588
Indexed by Ei Compendex, Scopus, CPCI, Inspec, etc
Latest Accepted Papers (Update time: March 22, 2018)
ICPMS11038: About specialities of numerical estimation of smoothing parameter of probability density functions of random sequences in Parzen-Rosenblatt approximation
S V Porshnev and A S Koposov
Abstract: The methods of nonparametric statistics are very useful in data analysis. One of the most popular methods is called Parzen-Rosenblatt approximation. This method turns out to be effective, for example, in a problem …
ICPMS18627: Impact factors for static instability of Mars Pathfinder entry at small angle of attack
JunMing Lyu, WenBo Miao, Fei Huang and XiaoLi Cheng
Abstract: Martian atmosphere brings a new challenge for computational fluid dynamics in aerodynamic prediction of Mars entry vehicles. Three-dimensional laminar Navier-Stokes equations with high temperature gas model have been solved to simulate …
ICPMS13282: A new Privacy Protection scheme for Cloud Computing based on physical unclonable function
Pengjie Liu, Xiaotong Zheng, Feng Wang, Wenli Ren
Abstract: With the emergence of cloud storage, cloud computing privacy data security issues have always been the research focus. In order to solve the problem, a secure and reliable cloud storage scheme for privacy data protection is proposed …
ICPMS19089: PDa-type Iterative Learning Control for Fractional Delay Systems
Yan Li, Ling Zhang, Beibei Hu
Abstract: This paper presents a -type iterative learning control for the fractional-order nonlinear systems with delay. By introducing the -norm and the maximum norm, the convergence of the tracking errors under …
ICPMS14848: Ferroelectric PVDF Films and Graphene-based Composites
V S Bystrov, I K Bdikin, M V Silibin, etc.
Abstract: Advantages in the studies of new composite nanomaterials based on polymer ferroelectrics and graphene are presented. We analyzed the main results of the computational molecular modeling of nanostructures and the pyroelectric properties of the composites …
ICPMS15896: Geometry of Principal Stress Trajectories for a Tresca Material under Axial Symmetry
S Alexandrov, E A Lyamina and T Nguyen-Thoi
Abstract: In the case of Tresca’s yield criterion it is usually convenient to subdivide all possible deformations into two subclasses: deformations corresponding to a face of the yield surface and deformation corresponding to an edge of the yield …
ICPMS13230: Projective lag synchronization of different fractional order chaotic systems based on parameter identification
X S Zhao, Z Y Zhan, T Xv and Y Lu
Abstract: Projective lag synchronization (LPS) of two different structural fractional order hyperchaotic systems with unknown parameters is investigated. The stability theorem of fractional order linear systems is the basis of designing a scheme …
ICPMS18988: On Discrete Flow Networks Model Spectra: Statements, Simulation, Hypotheses
A P Buslaev, M Ju Fomina1, A G Tatashev and M V Yashina
Abstract: A deterministic dynamical system is considered. A supporter of the system is a closed chain of contours. There are N = 2n cells and particles cluster on each contour. Each cluster contains k particles over k sequential …
ICPMS17189: Generation of Artificial Seismic Wave and Structure-TMD Parameter Optimization Based on the New Seismic Code Considering Site Soil Properties
XJ Wang, MJ Xiang, YQ Dong, etc.
Abstract: In this paper, parameters of site soils based on the new seismic code are adopted and the stochastic ground motion generation method based on the modified YX Hu-XY Zhou model is used to generate reasonable and reliable artificial …
ICPMS11215: Counting Rooted Nearly Cubic Planar Maps
CAI JUNLIANGH and ZHAN FUQIN
Abstract: In this paper it is provided that a functional equation for enumerating rooted nearly cubic planar maps with the valency of root-vertex, the size and the valency of root-face of the maps as three parameters. In particular, the number of rooted nearly cubic planar maps …
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