Titlebook: Recent Advances in Mathematical and Statistical Methods; IV AMMCS Internation D. Marc Kilgour,Herb Kunze,Xu Wang Conference proceedings 201

ICLE

A General Method for Selection Function Optimization in Genetic Algorithmsn of members, which are each defined by a set of parameters, are used with the desire to optimize some value called the .. The fitness of each member in a population is measured and used during a . process which defines a likelihood for any member to carry on to the subsequent iteration (often calle

POWER

Exploring the Method of Colour Stealing for Contractive Iterated Function Systems. is employed. Here, given a seed point, IFS mappings are chosen at random in sequence, with each subsequent point mapped from the one before it through the new mapping. Utilizing this approach, we may plot attractors accurately and quickly. Attractors may be coloured in many ways, but of interest i

一美元

Infinite Products Involving Binary Digit Sumsre .No other such product involving a rational function in . and the sequence . seems to be known in closed form. To understand these products in detail we study the function .We prove some analytical properties of .. We also obtain some new identities similar to the Woods-Robbins product.

忘川河

Malaise

Circle Inversion IFSircle inversion map . with respect to . is given by .for .. Consider . circles and . associated circle inversion maps. In the literature a modified version of the chaos game is played with these maps to generate pictures [., .]. In this work we establish rigorously that there exists an attractor to

FUSC

Inverse Problems and Total Variation Minimization for Iterated Function Systems on Mapst its fixed point . is sufficiently close to . in the . distance. In this paper, we extend the collage-based method by adding a total variation term to the collage distance, with the notion that the solution to this modified minimization problem turns out to be less noisy than the one without this t

angiography

saphenous-vein

notification

Endoscope

Characterization of Fluid Dynamics in Capillary Vessels: Applications for Drug Deliveryt, no theory is sufficiently expanded to portray the observed viscoelastic phenomena in variety of fluid flow conditions in capillaries. In this study, the dynamics of non-Newtonian pharmaceutical composite flow is explored by mapping its pathway as directly related to lymph flow in live cells. We h