Blind man's buff at GMAG

2 Xavier Buff And

We prove the existence of quadratic polynomials having a Julia set with positive Lebesgue measure in three cases: the presence of a Cremer fixed point, the presence of a Siegel disk, the presence of infinitely many (satellite) renormalizations.

Tree structured fiber optics MANs

Xavier Buff and Arnaud Chéritat

We prove the existence of quadratic polynomials having a Julia set with positive Lebesgue measure. We find such examples with a Cremer fixed point, with a Siegel disk, or with infinitely many satellite renormalizations.

Genetic Recombination at the Buff Spore Color Locus in SORDARIA BREVICOLLIS. II. Analysis of Flanking Marker Behavior in Crosses between Buff Mutants.

Aberrant asci containing one or more wild-type spores were selected from crosses between pairs of alleles of the buff locus in the presence of closely linked flanking markers. Data were obtained relating to the site of aberrant segregation and the position of any associated crossover giving recombination of flanking markers. Aberrant segregation at a proximal site within the buff gene may be as...

Demand and service matching at heavy loads: a dynamic bandwidth control mechanism for DQDB MANs

In this paper, the Alpha Tuning Mechanism for distributed queue dual bus (DQDB) networks is proposed. This mechanism achieves a match between the users’ demand and the resulting protocol’s service patterns. The use of a tunable a-parameter (representing some fictitious user population) and access protection lead to dynamic bandwidth control capability. The inherently position dependent fairness...