This Book Is A Compilation Of The Presentations Given At The Fourth International Symposium On Fractals In Biology And Medicine Held In Ascona, Switzerland On 10-13 March 2004 And Was Dedicated To Professor Benoît Mandelbrot In Honour Of This 80th Birthday. The Symposium Was The Fourth Of A Series T
[Mathematics and Biosciences in Interaction] Fractals in Biology and Medicine || Statistical Shape Analysis Applied to Automatic Recognition of Tumor Cells
✍ Scribed by Losa, Gabriele A.; Merlini, Danilo; Nonnenmacher, Theo F.; Weibel, Ewald R.
- Book ID
- 120288387
- Publisher
- Birkhäuser-Verlag
- Year
- 2005
- Tongue
- German
- Weight
- 291 KB
- Edition
- 2005
- Category
- Article
- ISBN-13
- 9783764371722
No coin nor oath required. For personal study only.
✦ Synopsis
This Book Is A Compilation Of The Presentations Given At The Fourth International Symposium On Fractals In Biology And Medicine Held In Ascona, Switzerland On 10-13 March 2004 And Was Dedicated To Professor Benoît Mandelbrot In Honour Of This 80th Birthday. The Symposium Was The Fourth Of A Series That Originated Back In 1993, Always In Ascona. This Title Highlights The Potential That Fractal Geometry Offers For Elucidating And Explaining The Complex Make-up Of Cells, Tissues And Biological Organisms Either In Normal, Abnormal And Tumoral Conditions. Gabriele A. Losa ... [et Al.], Editors. Compilation Of The Presentations Given At The Fourth International Symposium On Fractals In Biology And Medicine Held In Ascona, Switzerland On 10-13 March 2004. Includes Bibliographical References And Index.
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This Book Is A Compilation Of The Presentations Given At The Fourth International Symposium On Fractals In Biology And Medicine Held In Ascona, Switzerland On 10-13 March 2004 And Was Dedicated To Professor Benoît Mandelbrot In Honour Of This 80th Birthday. The Symposium Was The Fourth Of A Series T
many Different Single-cell-based Models Have Been Developed And Applied To Biological And Medical Problems. Computational Approaches Used Are Monte-carlo Simulations, Energy Minimisation Techniques, Volume Conservation Laws, Solutions Of The Equations Of Motion For Each Individual Cell Or For Each P