COMPUTER HYDRODYNAMICS OF THE MELT AND POWDER CARBONIC MATERIALS MIXING IN BOWL by A. N. Chichko, N. V. Andrianov, S. V. erletskij, D. M. Kukuj, V. F. Sobolev, Ju. V. Jatskevich, O. I. Chichko

“…The mathematical mechanism for modeling of the mixing processes of melts and powder materials, assumed as a basis of the out-of-furnace steel processing, is presented. …”
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Influence of Turbulent Scalar Mixing Physics on Premixed Flame Propagation by H. Kolla, N. Swaminathan

“…The influence of reactive scalar mixing physics on turbulent premixed flame propagation is studied, within the framework of turbulent flame speed modelling, by comparing predictive ability of two algebraic flame speed models: one that includes all relevant physics and the other ignoring dilatation effects on reactive scalar mixing. …”
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Application of the Mechanism Design to Develop the RGB LEDs Color Mixing by Chih-Ching Hung, Yan-Huei Li, Ping-Han Yang

“…The big advantage of LED is the flexible spectral design to make white light using different color mixing schemes. Recently, the color mixing of RGB LEDs is mostly done by sealing all three chips at single package and regulated the mix ratio of these three colors to produce the color of light. …”
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Mixed Pattern Matching-Based Traffic Abnormal Behavior Recognition by Jian Wu, Zhiming Cui, Victor S. Sheng, Yujie Shi, Pengpeng Zhao

“…After the spatial patterns and direction patterns learned from the clusters, a recognition method for detecting vehicle abnormal behaviors based on mixed pattern matching was proposed. The experimental results show that the proposed technical scheme can recognize main types of traffic abnormal behaviors effectively and has good robustness. …”
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Three-step iterations for mixed quasi variational-like inequalities by Muhammad Aslam Noor

“…In this paper, we use the auxiliary principle technique in conjunction with the Bregman function to suggest and analyze a three-step predictor-corrector method for solving mixed quasi variational-like inequalities. We also study the convergence criteria of this new method under some mild conditions. …”
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Higher-Order Amplitude Squeezing in Six-Wave Mixing Process by Sunil Rani, Jawahar Lal, Nafa Singh

“…We investigate theoretically the generation of squeezed states in spontaneous and stimulated six-wave mixing process quantum mechanically. It has been found that squeezing occurs in field amplitude, amplitude-squared, amplitude-cubed, and fourth power of field amplitude of fundamental mode in the process. …”
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Welfare Comparison of Leader-Follower Models in a Mixed Duopoly by Aiyuan Tao, Yingjun Zhu, Xiangqing Zou

“…This paper studies and compares total welfare in a sequential-move mixed duopoly when either the public firm or the private firm acts as the leader. …”
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Identifying Code-Mixing by Influencers in Captions on Social Media: Instagram by Dewa Ayu Andhina Maretha Putri, Ni Nyoman Padmadewi, Luh Putu Artini

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The role of mixing sequence in shaping the 3D-printability of geopolymers by Mona Sando, Dietmar Stephan

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Improving deep convolutional neural networks with mixed maxout units by Hui-zhen ZHAO, Fu-xian LIU, Long-yue LI, Chang LUO

“…The maxout units have the problem of not delivering non-max features， resulting in the insufficient of pooling operation over a subspace that is composed of several linear feature mappings,when they are applied in deep convolutional neural networks.The mixed maxout (mixout) units were proposed to deal with this constrain.Firstly,the exponential probability of the feature mappings getting from different linear transformations was computed.Then,the averaging of a subspace of different feature mappings by the exponential probability was computed.Finally,the output was randomly sampled from the max feature and the mean value by the Bernoulli distribution,leading to the better utilizing of model averaging ability of dropout.The simple models and network in network models was built to evaluate the performance of mixout units.The results show that mixout units based models have better performance.…”
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Understanding Commercial Free-Choice Mineral Mixes for Beef Cattle by Bob Myer, Travis Maddock, Lee McDowell

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Extension of the CJP model to mixed mode I and mode II by C. J. Christopher, G. Laboviciute, M. N. James

Subjects: “…Mixed mode fatigue…”
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Liquidus curve of uranium–plutonium mixed oxide (MOX) system by Leonid Burakovsky, Dean L. Preston, Andrew A. Green

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Performance analysis of RIS-assisted mixed RF/THz system by Sai LI, Liang YANG, Qimei CUI, Siyuan YU

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Investigation of Coolant Local Hydrodynamics in the Mixed Core of the VVER Reactor by S. M. Dmitriev, A. V. Gerasimov, A. A. Dobrov, D. V. Doronkov, A. N. Pronin, A. V. Ryazanov, D. N. Solntsev, A. E. Khrobostov

“…The article presents the results of experimental studies of the local hydrodynamics of the coolant flow in the mixed core of the VVER reactor, consisting of the TVSA-T and TVSA-T mod.2 fuel assemblies. …”
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Influential Control Parameters for Autonomous Vehicles in a Mixed Environment by Hossam M. Abdelghaffar, Monica Menendez

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On the crack path under mixed mode loading on PUR foams by L. Marsavina, E. Linul, T. Voiconi, D. M. Constantinescu, D. A. Apostol

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Multiobjective Fuzzy Mixed Assembly Line Sequencing Optimization Model by Farzad Tahriri, Siti Zawiah Md Dawal, Zahari Taha

“…It can be deduced from previous studies that there exists a research gap in assembly line sequencing optimization model for mixed-model production lines. In particular, there is a lack of studies which focus on the integration between job shop and assembly lines using fuzzy techniques. …”
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Strong Convergence to Solutions of Generalized Mixed Equilibrium Problems with Applications by Prasit Cholamjiak, Suthep Suantai, Yeol Je Cho

“…We introduce a Halpern-type iteration for a generalized mixed equilibrium problem in uniformly smooth and uniformly convex Banach spaces. …”
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Topologically Transitive and Mixing Properties of Set-Valued Dynamical Systems by Koon Sang Wong, Zabidin Salleh

“…We introduce and study two properties of dynamical systems: topologically transitive and topologically mixing under the set-valued setting. We prove some implications of these two properties for set-valued functions and generalize some results from a single-valued case to a set-valued case. …”
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