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Titlebook: Computational Science and Its Applications - ICCSA 2010; International Confer David Taniar,Osvaldo Gervasi,Bernady O. Apduhan Conference pr

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https://doi.org/10.1007/978-94-009-6750-2bolism, which is the rate at which the body uses energy. Hashimoto’s stops the gland from making enough thyroid hormones for the body to work the way it should. It is the most common thyroid disease in the U.S. we give a PN model for Hashimoto’s Thyroiditis.
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Surgical Treatment of Endometrial Cancere analysis of the presented model has provided conditions to guarantee the eradication of the disease in terms of three major parameters incorporated into the model; the vaccination coverage level, the waning rate and the efficacy of the vaccine.
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H.-J. Beyer,V. Hofmann,D. Brettschneidermmunication scheme based on properties of inter-agent communications and computational resource statuses. We performed some experiments by using a prototype system and confirmed our proposed communication scheme works effectively.
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Renal Function in Single-Kidney Ratsgic square and two orthogonal Latin squares. Using two random functions, i.e., random selection of thirteen magic cubes and random key selection from layers of hybrid, the generated chipertexts are free from any predicted pattern which might be used by cryptanalyst to decipher the original message.
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Jacqueline Mupas-Uy,Hirohiko Kakizakive, Point and Line based on CpxBigInteger. Using these data types and J2SE JDK 1.6.0_02, we implement BLS identity-based identification (IBI) scheme, which is the first rigorously defined pairing-based IBI scheme. The timings show that the Tate pairing took only 133.12 milliseconds.
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Hashimoto’s Thyroiditis with Petri Netsbolism, which is the rate at which the body uses energy. Hashimoto’s stops the gland from making enough thyroid hormones for the body to work the way it should. It is the most common thyroid disease in the U.S. we give a PN model for Hashimoto’s Thyroiditis.
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Stability Analysis of an SVLI Epidemic Modele analysis of the presented model has provided conditions to guarantee the eradication of the disease in terms of three major parameters incorporated into the model; the vaccination coverage level, the waning rate and the efficacy of the vaccine.
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