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Showing 21-40 of 59 results
  1. Large-Scale Inverse Problems in Imaging

    Large-scale inverse problems arise in a variety of significant applications in image processing, and efficient regularization methods are needed to...
    Julianne Chung, Sarah Knepper, James G. Nagy in Handbook of Mathematical Methods in Imaging
    Reference work entry 2015
  2. An Algorithm for Solving Nonlinear Differential-Difference Models

    A novel technique for numerical solution of the nonlinear differential equations arising in nanotechnology and engineering phenomena is presented in...

    Article 20 December 2013
  3. Further study of rubber-like elasticity: elastic potentials matching biaxial data

    By virtue of the rational interpolation procedure and logarithmic strain, a direct approach is proposed to obtain elastic potentials that exactly...

    Yu-yu Zhang, Hao Li, Heng **ao in Applied Mathematics and Mechanics
    Article 13 December 2013
  4. Experimental and Computational Investigation of the Role of Stress Fiber Contractility in the Resistance of Osteoblasts to Compression

    The mechanical behavior of the actin cytoskeleton has previously been investigated using both experimental and computational techniques. However,...

    P. P. Weafer, W. Ronan, ... J. P. McGarry in Bulletin of Mathematical Biology
    Article 25 January 2013
  5. Large-Scale Inverse Problems in Imaging

    Large-scale inverse problems arise in a variety of significant applications in image processing, and efficient regularization methods are needed to...
    Julianne Chung, Sarah Knepper, James G. Nagy in Handbook of Mathematical Methods in Imaging
    Living reference work entry 2014
  6. Mathematical modeling of collagen turnover in biological tissue

    We present a theoretical and computational model for collagen turnover in soft biological tissues. Driven by alterations in the mechanical...

    Pablo Sáez, Estefanía Peña, ... Ellen Kuhl in Journal of Mathematical Biology
    Article 06 November 2012
  7. Fundamental Aspects in Modelling the Constitutive Behaviour of Fibered Soft Tissues

    Fibered soft tissues like ligament, tendons, cartilage or those composing the cardiovascular system among others are characterized by a complex...
    Chapter 2014
  8. Deconvolution and Denoising for Confocal Microscopy

    Fluorescence light microscopes, especially the confocal laser scanning microscopes, have become a powerful tool in life sciences for observing...
    Praveen Pankajakshan, Gilbert Engler, ... Josiane Zerubia in Modeling in Computational Biology and Biomedicine
    Chapter 2013
  9. Structurally motivated damage models for arterial walls. Theory and application

    The mechanical integrity of the arterial wall is vital for the health of the individual. This integrity is in turn dependent on the state of the...
    Anne M. Robertson, Michael R. Hill, Dalong Li in Modeling of Physiological Flows
    Chapter 2012
  10. A mathematical model for mesenchymal and chemosensitive cell dynamics

    The structure of an underlying tissue network has a strong impact on cell dynamics. If, in addition, cells alter the network by mechanical and...

    Article 25 March 2011
  11. Biosensors based on the thin-film magnetoresistive sensors

    The review considered the state-of-the-art in the development of devices for detection of the agents of disease on the basis of the Lab on a chip...

    S. I. Kasatkin, N. P. Vasil’eva, A. M. Murav’ev in Automation and Remote Control
    Article 21 January 2010
  12. Large-Scale Inverse Problems in Imaging

    Large-scale inverse problems arise in a variety of significant applications in image processing, and efficient regularization methods are needed to...
    Julianne Chung, Sarah Knepper, James G. Nagy in Handbook of Mathematical Methods in Imaging
    Reference work entry 2011
  13. On the Modelling of Biological Patterns with Mechanochemical Models: Insights from Analysis and Computation

    The diversity of biological form is generated by a relatively small number of underlying mechanisms. Consequently, mathematical and computational...

    P. Moreo, E. A. Gaffney, ... M. Doblaré in Bulletin of Mathematical Biology
    Article 14 November 2009
  14. Multiphase modelling of tumour growth and extracellular matrix interaction: mathematical tools and applications

    Resorting to a multiphase modelling framework, tumours are described here as a mixture of tumour and host cells within a porous structure constituted...

    Luigi Preziosi, Andrea Tosin in Journal of Mathematical Biology
    Article 14 October 2008
  15. Multiphase Models of Tumour Growth

    Sergey Astanin, Luigi Preziosi in Selected Topics in Cancer Modeling
    Chapter 2008
  16. Mathematical modeling and optimization of intratumor drug transport

    A pseudohyperbolic problem of optimal control of intratumoral drug distribution is formulated. It takes into account the heterogeneity of tumor...

    D. A. Klyushin, N. I. Lyashko, Yu. N. Onopchuk in Cybernetics and Systems Analysis
    Article 01 November 2007
  17. A computer model of fractal myocardial perfusion heterogeneity to elucidate mechanisms of changes in critical coronary stenosis and hypotension

    Critical coronary stenosis (critical CS) alone does not lead to an alteration of fractal dimension ( D ) under resting conditions in a pig model,...

    Jens Meier, Martin Kleen, Konrad Messmer in Bulletin of Mathematical Biology
    Article 01 September 2004
  18. Mathematical Models for Polymerization Processes of Ziegler-Natta Type

    Polymer science is an extraordinary source of very interesting mathematical problems, as it is largely testified by the recent literature. Research...
    Chapter 2003
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