Showing 1 - 20 results of 213 for search '(((citron OR ctr) OR chao) OR (citra OR chitra))-fm', query time: 0.18s Refine Results
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    Citra busana dalam Naskhah Melayu Syair Agung by Hj. Jusoh, Adilah

    Published 2015
    “…Objektif kajian ini adalah bertujuan untuk mengenal pasti jenis-jenis citra busana dalam NMSA, menghuraikan bahan, corak, warna, dan buatan busana serta menganalisis fungsi busana yang digambarkan kepada masyarakat dalam teks tersebut. …”
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    Thesis
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    Non-bifurcation regulation of chaos in a Memristive Hopfield neural network by Zhang, X, Li, C, Moroz, I, Huang, K, Liu, Z

    Published 2025
    “…However, there is a relative lack of research on the non-bifurcation regulation of chaos in memristive neural networks. In this paper, a 4D memristive Hopfield neural network (HNN) model with nonbifurcation regulation such as amplitude and offset control is constructed using an absolute value voltage-controlled memristor as a tractor, which can generate chaotic attractor with multiple control types. …”
    Journal article
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    Decision making in mergers & acquisitions using chaos theory : an additional perspective for managers by Quek, Wei Lee, Ng, Joycelyn Huiling, Wang, Diying

    Published 2008
    “…This paper introduces the Chaos Theory model as an additional perspective for managers when making merger and acquisition decisions. …”
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    Final Year Project (FYP)
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    Chaos analysis of viscoelastic chaotic flows of polymeric fluids in a micro-channel by Han, J., Lim, Chun Ping, Lam, Yee Cheong

    Published 2015
    “…Through the introduction of chaotic flows in a micro-channel and the construction of maps of characteristic chaos parameters, differences in viscoelastic properties of these fluids can be measured. …”
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    Journal Article
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    Citra Wanita yang Memancarkan Nilai Murni dalam Novel Popular yang Diadaptasi daripada Novel Bersiri (S/O: 13234) by Ismail, Nor Hasimah, Awang Deng, Phat, Md Ali, Rohaya

    “…Kajian ini ialah melihat Citra Wanita Yang Memancarkan Nilai Murni Dalam Novel Popular Yang Diadaptasi Daripada Novel Bersiri. …”
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    Monograph
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    Generalised polynomial chaos approximations for random parabolic and fractional parabolic partial differential equations with log-normal coefficients by Ong, Keng Ping

    Published 2024
    “…In the generalised polynomial chaos (gPC) framework, the random solution is represented as an expansion of a countable set of polynomials of random variables that form an orthonormal basis of the $L^2$ Hilbert space of functions of the random variables, with respect to the probability distribution of the countable sequence of the random variables. …”
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    Final Year Project (FYP)
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