We study natural subalgebras ChE(G) of group cohomology defined in terms of infinite loop spaces E and give representation theoretic descriptions of those based on QS and the Johnson-Wilson theories E(n). We describe the subalgebras arising from the Brown-Peterson spectra BP and as a result give a simple reproof of Yagita’s theorem that the image of BP ∗(BG) in H∗(BG;Fp) is F -isomorphic to the...

PURPOSE To explore the correlation between optical coherence tomography (OCT) and stereoscopic fundus photographs (FP) for the assessment of retinal thickening (RT) in diabetic macular edema (DME) within a clinical trial. METHODS OCT, FP, and best corrected visual acuity (VA) measurements were obtained in both eyes of 263 participants in a trial comparing two photocoagulation techniques for D...

We present results from a near-infrared K-band imaging survey of 59 elliptical galaxies in ve nearby clusters. We measure photometric parameters for each galaxy using surface photometry and draw velocity dispersions from the literature. Three observables de ne a near-infrared Fundamental Plane (FP) of elliptical galaxies with Re / 1:44 0:04 0:79 0:04 e . The scatter in the near-infrared relatio...

The present paper investigates proof-theoretical and algebraic properties for the probability logic FP(Ł,Ł), meant reasoning on uncertainty of Łukasiewicz events. Methodologically speaking, we will consider a translation function between formulas FP(Ł,Ł) to propositional language that allows us apply latter well-developed theory MV-algebras directly probabilistic reasoning. More precisely, leve...

The purpose of this note is to prove the existence of ‘nice’ components of the Hilbert scheme of curves C ⊆ P × P of genus g and bidegree (k, d). We can also phrase our result using the Kontsevich moduli space of stable maps to P × P. For a smooth projective variety Y and a class β ∈ H2(Y,Z), one considers the moduli space Mg(Y, β) of stable maps f : C → Y , with C a reduced connected nodal cur...

We present a conjecture which unifies several conjectures on motives in characteristic p. Introduction In a talk at the June 1996 Oberwolfach algebraic K-theory conference, I explained that, in view of Voevodsky’s proof of the Milnor conjecture, the Bass conjecture on finite generation of K-groups of regular schemes of finite type over the integers implies the rational Beilinson-Soulé conjectur...

Approximate frequent itemsets (AFI) mining from noisy databases are computationally more expensive than traditional itemset mining. This is because the AFI algorithms generate large number of candidate itemsets. article proposes an algorithm to mine AFIs using pattern growth approach. The major contribution proposed approach it mines core patterns and examines approximate conditions directly wi...

Various regions in Europe have suffered from severe flooding over the last decennium. Earth observation techniques can contribute toward more accurate flood hazard modelling and they can be used to assess damage to residential properties, infrastructure and agricultural crops. For this study, detailed land cover maps were created by using IKONOS-2 high spatial resolution satellite imagery. The ...

A higher GC content region of an Oryza sativa chromosome can be specifically visualized by double staining with propidium iodide (PI) and 4, 6-diamidino-2-phenylindole (DAPI). This procedure allows identification of chromosome 9 from the other rice chromosomes at the pachytene stage. Using rice chromosome 9 as a model, an imaging method to construct a pachytene chromosomal map was developed by ...