objective(s)cpg oligodeoxynucleotides (cpg odns) have been shown to have potent immunostimulatory adjuvant activity for a wide range of antigens. due to susceptibility of phosphodiester cpg odns (po cpg) to nuclease degradation, nuclease-resistant phosphorothioate cpg odns (ps cpg) were currently utilized in an in vivo model. in this study, according to some recently reported drawbacks with ps ...

Particle models with finitely many types of particles are considered, both on Z and on discrete point sets of finite local complexity. Such sets include many standard examples of aperiodic order such as model sets or certain substitution systems. The particle gas is defined by an interaction potential and a corresponding Gibbs measure. Under some reasonable conditions on the underlying point se...

By structure of the set of solutions, we mean is it closed in the weak topology? (This is not obvious since x is not bounded.) Is it of finite or infinite dimension? Among the solutions, are there any that are pure point or singular continuous or purely absolutely continuous? If there exists a unique solution, we call the moment problem determinate, and if there are multiple solutions, indeterm...

Kant’s claim that time is a subjective form of intuition was first proposed in his Inaugural Dissertation “De mundi sensibilis atque intelligibilis forma et principiis” of , which he delivered upon being appointed professor of logic and metaphysics at the university of Königsberg. It is in this dissertation that Kant for the first time puts forward his startling claim that time is not objec...

Abstract. We consider Schrödinger operator in dimension d ≥ 2 with a singular interaction supported by an infinite family of concentric spheres, analogous to a system studied by Hempel and coauthors for regular potentials. The essential spectrum covers a halfline determined by the appropriate one-dimensional comparison operator; it is dense pure point in the gaps of the latter. If the interacti...

Geometric properties of the set of quantum entangled states are investigated. We propose an explicit method to compute the dimension of local orbits for any mixed state of the general K3M problem and characterize the set of effectively different states ~which cannot be related by local transformations!. Thus, we generalize earlier results obtained for the simplest 232 system, which lead to a st...

It is well known that, given a point-line geometry Γ and a projective embedding ε : Γ → PG(V ), if dim(V ) equals the size of a generating set of Γ, then ε is not derived from any other embedding. Thus, if Γ admits an absolutely universal embedding, then ε is absolutely universal. In this paper, without assuming the existence of any absolutely universal embedding, we give sufficient conditions ...

We show that in the א2-stage countable support iteration of Mathias forcing over a model of CH the complete Boolean algebra generated by absolutely divergent series under eventual dominance is not isomorphic to the completion of P (ω)/fin. This complements Vojtáš’ result, that under cf(c) = p the two algebras are isomorphic [15].

We consider a partially hyperbolic diffeomorphism of a compact smooth manifold preserving a smooth measure. Assuming that the central distribution is integrable to a foliation with compact smooth leaves we show that this foliation fails to have the absolute continuity property provided that the sum of Lyapunov exponents in the central direction is not zero on a set of positive measure. We also ...