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    Near-Infrared Fluorescence Imaging of EGFR-Overexpressing Tumors in the Mouse Xenograft Model Using scFv-IRDye800CW and Cetuximab-IRDye800CW by Abolfazl Amini, Yaghoub Safdari, Fatemeh Tash Shamsabadi

    Published 2022-01-01
    “…In the current study, we produced a scFv-based near-infrared probe (called cet.Hum.scFv-IRDye-800CW) and evaluated its ability in recognizing and imaging of EGFR-overexpressing tumors in a mouse model. …”
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    Effect of Chloroform Extraction Site of Jiangu Granule on Obteoblast Differentiation <italic>in Vitro</italic> via BMP2/Smad1/Runx2/Osterix Signaling Pathway by ZHOU Fen, SUN Yuqing, SUN Pan, ZHANG Chutian, YANG Juan, LIN Yanping

    Published 2022-06-01
    “…ObjectiveTo investigate whether the chloroform extraction site of Jiangu Granule could affect the differentiation of osteoblast <italic>in vitro </italic>via BMP2/Smad1/Runx2/Osterix signaling pathway.MethodsPrimary osteoblasts were extracted from the calvaria of BALB/c mice born less than 3 days old, and the extracted cells were identified by alkaline phosphatase staining; the third-generation osteoblasts in good growth condition were selected as experimental subjects. …”
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    Comment on “Variational Iteration Method for Fractional Calculus Using He’s Polynomials” by Ji-Huan He

    Published 2012-01-01
    “…This note concludes that the method is a modified variational iteration method using He’s polynomials. A standard variational iteration algorithm for fractional differential equations is suggested.…”
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    New Iterative Method for Fractional Gas Dynamics and Coupled Burger’s Equations by Mohamed S. Al-luhaibi

    Published 2015-01-01
    “…Numerical results show that the new iterative method is easy to implement and accurate when applied to time-fractional partial differential equations.…”
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    Fixed point iteration for asymptotically quasi-nonexpansive mappings in Banach spaces by Somyot Plubtieng, Rabian Wangkeeree

    Published 2005-01-01
    “…In this paper, we introduce the three-step iterative scheme for such map with error members. Moreover, we prove that if T is uniformly L-Lipschitzian and completely continuous, then the iterative scheme converges strongly to some fixed point of T.…”
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    Monte Carlo Alpha Iteration Algorithm for a Subcritical System Analysis by Hyung Jin Shim, Sang Hoon Jang, Soo Min Kang

    Published 2015-01-01
    “…In order to stably estimate the prompt neutron decay constant (α) of prompt subcritical systems regardless of subcriticality, we propose a new MC alpha-static calculation method named as the α iteration algorithm. The new method is derived by directly applying the power method for the α-mode eigenvalue equation and its calculation stability is achieved by controlling the number of time source neutrons which are generated in proportion to α divided by neutron speed in MC neutron transport simulations. …”
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