follow site The focus in this monograph is on the mathematical description of some of these phenomena, with particular emphasis on phase transitions as a function of interaction parameters, associated critical behavior and space-time scaling.
Topics include: self-repellent polymers, self-attracting polymers, polymers interacting with interfaces, charged polymers, copolymers near linear or random selective interfaces, polymers interacting with random substrate and directed polymers in random environment. Different techniques are exposed, including the method of local times, large deviations, the lace expansion, generating functions, the method of excursions, ergodic theory, partial annealing estimates, coarse-graining techniques and martingales.
Thus, this monograph offers a mathematical panorama of polymer chains, which even today holds plenty of challenges. Frank den Hollander.
Min profil Mitt bibliotek Metrics Varsler. Ambrosio, Luigi Softcover Softcover also known as softback version. Paris Ser. Softcover Usually dispatched within 3 to 5 business days.
Two Basic Models. Polymer Adsorption.
Part B Polymers in Random Environment. Copolymers Near a Linear Selective Interface.
Copolymers Near a Random Selective Interface. Random Pinning and Wetting of Polymers Polymers in a Random Potential.
Random Polymers. École d'Été de Probabilités de Saint-Flour XXXVII – Authors: den Hollander, Frank. Free Preview. Random Polymers: École d'Été de Probabilités de Saint-Flour XXXVII - ( Lecture Notes in Mathematics) [Frank den Hollander] on ykoketomel.ml *FREE*.
International Congress of Mathematicians 3, , Probability theory and related fields 91 2 , , The Annals of Applied Probability 9 3 , , Physica A: Statistical Mechanics and its Applications 3 , , Journal of Mathematical Physics 41 3 , ,