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New Exact Solutions for Generalized (3+1) Shallow Water-Like (SWL) Equation

Solution For High-Order Linear Complex Differential Equations with Variable Coefficients" Numerical Methods for Partial Differential Equations 34 5 1645 1658 10.1002/num.22222 [18] Dusunceli, F. and Celik, E. 2017. "Numerical Solution for High-Order Linear Complex Differential Equations By Hermite Polynomials", Iğdır University Journal of the Institute of Science and Technology, 7(4): 189-201. 10.21597/jist.2017.212 Dusunceli F. Celik E. 2017 "Numerical Solution for High-Order Linear Complex Differential Equations By Hermite Polynomials" Iğdır University Journal of

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New Complex and Hyperbolic Forms for Ablowitz–Kaup–Newell–Segur Wave Equation with Fourth Order

+1)-dimensional nonlinear evolution equations with Burgers and Sharma-Tosso-Olver equations constituting the main parts. Proc. Rom. Acad. A16(1), 32–40, 2015. Wazwaz A.M. New (3+1)-dimensional nonlinear evolution equations with Burgers and Sharma-Tosso-Olver equations constituting the main parts Proc. Rom. Acad. A16 1 32 40 2015 [15] S. Arbabi, M. Najafi, M.Najafi, New periodic and soliton solutions of (2+1)dimensional soliton equation, Journal of Advanced Computer Science and Technology, 1(4), 232-239, 2012. Arbabi S. Najafi M. Najafi M. New periodic and soliton solutions of

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Improvement of the Fast Clustering Algorithm Improved by K-Means in the Big Data

rapid development of economy, science and technology. Different from traditional data, Big Data usually is sparse and has multi noise, , high dimension, sparse, heterogeneous feature fusion and so on [ 8 , 9 , 10 ]. How to construct efficient clustering models and algorithms for Big Data is a very important and challenging research topic, and has important scientific value and economic benefits. Data clustering, as an important data mining technology, aims to divide data objects into several different clusters according to similarity measure, so that data objects

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New Complex Hyperbolic Structures to the Lonngren-Wave Equation by Using Sine-Gordon Expansion Method

Certain Real Quadratic Number Fields, Iranian Journal of Science and Technology, 2017, 41(3), 759-769. 10.1007/s40995-017-0292-z Ozer O. A Note On Structure of Certain Real Quadratic Number Fields Iranian Journal of Science and Technology 2017 41 3 759 769 [41] Baskonus, H.M.; Sulaiman, T.A.; Bulut, H.; Akturk, T. Investigations of dark, bright, combined dark-bright optical and other soliton solutions in the complex cubic nonlinear Schrödinger equation with -potential, Superlattice and Microstructures, 2018, 115, 19-29. 10.1016/j.spmi.2018.01.008 Baskonus H

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Investigation of A Fuzzy Problem by the Fuzzy Laplace Transform

sets or not. If inital values are symmetric triangular fuzzy numbers, then the solutions are symmetric triangular fuzzy numbers for any time. Communicated by Juan Luis García Guirao References [1] Şenel B, Şenel M. An Analysis of Technology Acceptance in Turkey Using Fuzzy Logic and Structural Equation Modelling. İşletme AraştırmalarıDergisi (Journal of Business Research) 2011, 3/4: 34-48. Şenel B Şenel M. An Analysis of Technology Acceptance in Turkey Using Fuzzy Logic and Structural Equation Modelling İşletme AraştırmalarıDergisi (Journal of

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Influence of seasonal factors in the earned value of construction

.J. & Davies, V.F. (1978). Financial planning and control of large programmes of public works. In Second International Symposium on Organisation and Management of Construction, Organising and Managing Construction. Technion, Israel Institute of Technology, Haifa, Israel. Vol. 2: 119-133. Bromilow F.J. Davies V.F. 1978 Financial planning and control of large programmes of public works Second International Symposium on Organisation and Management of Construction, Organising and Managing Construction Technion, Israel Institute of Technology Haifa, Israel 2

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Entropy Generation in Couette Flow Through a Deformable Porous Channel

/injection Applied Mathematical Modelling 35 9 4630 4646 [19] Oluwole Daniel Makinde, Adetayo Samuel Eegunjobi, (2013)., Analysis of inherent irreversibility in a variable viscosity MHD generalized Couette flow with permeable walls. J. Thermal Science and Technology, 8(1),240-254. 10.1299/jtst.8.240 Daniel Makinde Oluwole Eegunjobi Adetayo Samuel 2013 Analysis of inherent irreversibility in a variable viscosity MHD generalized Couette flow with permeable walls J. Thermal Science and Technology 8 1 240 254 [20] Ramana Murthy J.V., Srinivas, J.(2013)., Second law analysis for

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Finding Hidden Structures, Hierarchies, and Cores in Networks via Isospectral Reduction

Symmetry 2 1683 1709 2010 [11] D. Smith and B. Webb, Hidden symmetries in real and theoretical networks Physica A: Statistical Mechanics and its Applications 514:855-867, 2019. 10.1016/j.physa.2018.09.131 Smith D. Webb B. Hidden symmetries in real and theoretical networks Physica A: Statistical Mechanics and its Applications 514 855 867 2019 [12] V. Alessandro and C. Guido, Large scale structure and dynamics of complex networks: from information technology to finance and natural science World Scientific, 2007. Alessandro V. Guido C

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Deterministic chaos in pendulum systems with delay

makes it relevant to study directly the dynamics of pendulum systems. Modern development of energy efficient and energy-preserving technologies requires the highest minimization of excitation source power of oscillatory systems. This leads to the fact that the energy of excitation source is comparable to the energy consumed by the oscillating system. Such systems as "source of excitation - oscillating subsystem" are called non-ideal by Kononenko [ 1 ]. In mathematical modeling of such systems, the limitation of excitation source power must be always taken into

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