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Abstracts Keynote & Plenary

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mainly stabilized by the H-bonds from water molecules, especially in the case of three water molecules<br />

where the carboxyl O atoms are largely coordination-saturated by three H-bonds of medium strengths<br />

and thus make the zwitterion stability even superior to the canonical isomer. With the presence of two<br />

and three water molecules, the energy barriers for the conversion processes from the canonical isomers<br />

to the zwitterions<br />

are equal to 4.96 and 3.13 kcal mol-1, respectively. It indicated that the zwitterion formation is facile to<br />

take place with the addition of two molecules and further facilitated by more water molecules. Besides,<br />

the zwitterion formation of BL is finished in a single step, unlike other NA inhibitors. Owing to the<br />

above advantages, BL is a good candidate of NA inhibitors and more attention should be paid in the<br />

explorations of BL-based drugs.<br />

OR-007<br />

A strategy for parameter estimation for mRNA and protein dynamics<br />

Fortunato Bianconi , Mauro Boccadoro , Gabriele Lillacci , Paolo Valigi<br />

This paper proposes a methodology of parameter identification for nonlinear<br />

systems, in particular<br />

biochemical networks, based on a least squares procedure that treats the signals provided by a high gain<br />

observer. Prior to the estimation phase, identifiability and sensitivity analysis determine which<br />

parameters can and/or should be estimated. The procedure is tested on the data obtained by in silico<br />

experiments for a simple instance of a proposed general dynamic model of protein synthesis.<br />

Keywords: Biochemical Networks, Parameter, Identification, Identifiability , State<br />

OR-008<br />

Mathematical<br />

Platform to Explore Comprehensive Effects of Different Drug Treatments in<br />

Patients with Multiple Myeloma<br />

Yan Wang1, David W. Smith2, Peter Pivonka2<br />

1. Department of Civil & Environmental Engineering,<br />

University of Melbourne, Melbourne, VIC,<br />

Australia<br />

2. Faculty of<br />

Engineering, Computing and Mathematics, University of Western Australia, Perth, WA,<br />

Australia<br />

Multiple Myeloma<br />

(MM) is an incurable but tractable blood cancer, in which over 70% of patients with<br />

MM are involved in bone disease such as bone pain, bone lesions and fracture. Besides widespread<br />

used Bisphosphonates (i.e. Pamidronate), published experimental data indicate that Denosumab, a fully<br />

human monoclonal antibody of RANKL, is very promising in terms of improving bone loss. Recently,<br />

Marathe et al. [1] coupled Denosumab pharmacokinetics in MM patients with bone homoestasishas to<br />

break through ‘black box’ limitations brought by using traditional approach of pharmacodynamics.<br />

However, impacts of MM on bone environment are ignored in the model. Hence, we aim to develop a<br />

MM disease model to be a mathematical platform, based on which comprehensive effects of different<br />

drug treatments in MM patients can be explored pre-clinically and a couple of regimes might be<br />

suggested for clinical trials.<br />

In this study, MM disease model<br />

focuses on examining the impacts of over-expressed RANKL and<br />

DKK1 by MM cells, which exerts their roles through increasing of ratio of RANKL to OPG and<br />

inhibiting activation of Wnt signaling respectively. On the other hand, counteractions of bone<br />

environment on MM cells are also examined in the model, which might be through bone resorption<br />

released TGF-β and over production of IL-6. Being a case study, we integrate the MM disease model<br />

with Denosumab and Pamidronate pharmacokinetics and then optimize the integrated model based on

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