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Traveling Wave Solutions Of Nonlinear Evolution Equation Via
ganit j. bangladesh math. soc. (issn 1606-3694) vol. 33 (2013) 83 - 92 traveling wave solutions of nonlinear evolution equation via enhanced( / )expansion method md. ekramul islam1, kamruzzaman khan1*, m. ali akbar2 and rafiqul islam1 1 department of mathematics, pabna university of science and technology pabna-6600, bangladesh. 2department
Existence and multiple solutions to a discrete fourth order
liu et al. advances in difference equations https://doi.org/10.1186/s13662-018-1879-1 (2018) 2018:427 research open access existence and multiple solutions to a discrete fourth order boundary value problem xia liu1,2*, tao zhou3 and haiping shi4,5 *correspondence: [email protected] 1college of continuing education and open college, guangdong university of foreign
Exact Traveling Wave Solutions of Nonlinear PDEs in
applied mathematics, 2012, 3, 738-745 http://dx.doi.org/10.4236/am.2012.37109 published online july 2012 (http://www.scirp.org/journal/am) exact traveling wave solutions of nonlinear pdes in mathematical physics jameel f. alzaidy mathematics department, faculty of science, taif university, taif, ksa email: [email protected] received april 27, 2012; revised may 27, 2012; accepted june 3, 2012
Nontrivial solutions for nonlinear discrete boundary value
nontrivial solutions for nonlinear discrete boundary value problems of the fourth order by danielle layne lingju kong professor and graduate coordinator (major advisor) roger nichols associate professor (committee member) john r. graef professor (committee member) jin wang professor and unum chair of excellence in applied mathematics (committee
Explicit solutions of wall jet flow subject to a convective
raees et al. boundary value problems 2014, 2014:163 http://www.boundaryvalueproblems.com/content/2014/1/163 research open access explicit solutions of wall jet flow subject to a convective boundary condition ammarah raees1*, hang xu1 and muhammad raees-ul-haq2 *correspondence: [email protected] 1state key lab of ocean engineering, school of naval architecture, ocean and civil
Water and Solutions Chapter 23 Solutions
8 water and solutions introduction to chapter 23 many of the foods you eat and the products you use (like shampoo) are solutions or other types of mixtures. in this chapter you will learn about solutions and solubility. since many solutions are critical to the human body, you
Localized Nodal Solutions For Parameter- Dependent
electronic journal of differential equations, vol. 2021 (2021), no. 05, pp. 1–21. issn: 1072-6691. url: http://ejde.math.txstate.edu or http://ejde.math.unt.edu localized nodal solutions for parameterdependent quasilinear schro¨ dinger equations rui he, xiangqing liu abstract. in this article, we apply a new variational perturbation method to study the existence of localized nodal solutions
Travelling wave solutions of (2 1)-dimensional generalised
pramana – j. phys. (2018) 90:34 https://doi.org/10.1007/s12043-018-1522-4 © indian academy of sciences travelling wave solutions of (2+1)-dimensional generalised time-fractional hirota equation youwei zhang school of mathematics and statistics, hexi university, beihuan road, 846, zhangye 734000, china e-mail: [email protected] ms received 24 july 2017; revised 28 september
Finite difference solutions of magneto hydrodynamic free
iosr journal of mathematics (iosr-jm) e-issn: 2278-5728, p-issn: 2319-765x. volume 11, issue 1 ver. ii (jan - feb. 2015), pp 42-58 www.iosrjournals.org finite difference solutions of magneto hydrodynamic free convective flow with constant suction and variable thermal conductivity in a darcy-forchheimer porous medium 1ime jimmy uwanta, 2halima usman* department
New Analytical Solutions for Two Equations by a Proposed Sub
2012 international conference on computer technology and science (iccts 2012) ipcsit vol. 47 (2012) © (2012) iacsit press, singapore doi: 10.7763/ipcsit.2012.v47.67 new analytical solutions for two equations by a proposed sub-ode method bin zheng+ school of science, shandong university of technology, zhangzhou road 12, zibo, shandong, china, 255049 abstract.
New Exact Traveling Wave Solutions for Two Nonlinear
2012 international conference on computer technology and science (iccts 2012) ipcsit vol. 47 (2012) © (2012) iacsit press, singapore doi: 10.7763/ipcsit.2012.v47.66 new exact traveling wave solutions for two nonlinear evolution equations qinghua feng+ school of science, shandong university of technology, zhangzhou road 12, zibo, shandong, china, 255049 abstract. in
Strong Pathwise Solutions Of The Stochastic Navier-stokes System
advances in differential equations volume 14, numbers 5-6 (2009), 567–600 strong pathwise solutions of the stochastic navier-stokes system nathan glatt-holtz department of mathematics, indiana university, bloomington, in 47405 mohammed ziane department of mathematics, university of southern california los angeles, ca 90089 (submitted by: roger temam) abstract. we
TARGETED SOLUTIONS TOOL Targeted Solutions Tool (TST Safe Surgery
® targeted solutions tool® targeted solutions tool® (tst®) safe surgery reducing the risk of wrong site, wrong procedure and wrong patient surgery is critical to patient safety and the reputation of any health care organization that performs these high risk procedures. what is the tst® for safe surgery? the
On Continuation of Gevrey Class Solutions of Linear Partial
j. math. sci. univ. tokyo 4 (1997), 551–593. on continuation of gevrey class solutions of linear partial differential equations by akira kaneko1 dedicated to professor hikosaburo komatsu for his 60-th anniversary abstract. we give a sufficient condition for the removability of thin singularities of gevrey class solutions of linear partial
Lien Solutions Security Program Overview
when you have to be right lien solutions security program overview lien solutions is committed to safeguarding the confidentiality, integrity, and availability of our clients’ data through the implementation of a comprehensive, in-depth security program. external/internal reviews, audits, and/or certifications a soc 1, type 2 audit is performed by rsm
Traveling Wave Solutions of the Fourth Order Boussinesq
physical review & research international 4(1): 255-266, 2014 sciencedomain international www.sciencedomain.org traveling wave solutions of the fourth order boussinesq equation via the improved (g '/ g ) expansion method ahata shamul alam1, m. m. zaman2 and sayeda sultana3* 1department of statistics, dhaka college, bangladesh. 2fortunex limited, baridhara, bangladesh. 3department
Positive Solutions for a Class of Nonlinear Boundary Value
journal of mathematical analysis and applications 236, 94᎐124 Ž1999. article id jmaa.1999.6439, available online at http:rrwww.idealibrary.com on positive solutions for a class of nonlinear boundary value problems with neumann᎐robin boundary conditions w metadata, citation and similar papers at covreaac.nukuradha 2401 w. spring creek pkwy, plano, texas 75023 e-mail: [email protected]
THERMODYNAMICS OF SOLUTIONS Solutions quantification
thermodynamics of solutions solutions quantification . 1 mixtures and solutions. 1 concentration specification . 4 moles-of-solute variables 5 mass-of-solute variables 6 volume-of-solute variables . 7 concentration measurement 8 solution preparation from pure solutes and concentrated solutions. dilution. 8 dissolving rate . 9 electrolytic solutions . 9 solution
Global solutions to the compressible Euler equations with
commun. math phys 180, 153-193 (1996) communications ΪΠ mathematical physics © springer-verlag 1996 global solutions to the compressible euler equations with geometrical structure gui-qiang chen1, james glimm2 1 department of mathematics, northwestern university, evanston, illinois 60208, usa e-mail: [email protected] nwu edu 2 department of applied mathematics and statistics,
Finding General Solutions of Nonlinear Evolution
math. sci. lett. 3, no. 1, 1-8 (2014) 1 mathematical sciences letters an international journal http://dx.doi.org/10.12785/msl/030101 finding general solutions of nonlinear evolution ′ equations by improved (gg )-expansion method e. osman1, m. khalfallah2 and h. sapoor1,∗ 1 mathematics department, faculty of science, sohag university, sohag, egypt 2 mathematics