We analyse the U(1) and strong CP problems in gluodynamics within a low energy dilaton/axion effective Lagrangian constructed by using low energy theorems. Within the effective Lagrangian technique, we find that the strong CP problem is automatically solved by a shift of the vacuum, analogously to what was recently found for supersymmetric models. As a result, the physical θ dependence disappea...

We show that the Berezin transform associated to the harmonic Fock (Segal-Bargmann) space on Cn has an asymptotic expansion analogously as in the holomorphic case. The proof involves a computation of the reproducing kernel, which turns out to be given by one of Horn’s hypergeometric functions of two variables, and an ad hoc determination of the asymptotic behaviour of the resulting integrals, t...

The natural world is a rich source of problemsolving approaches. This paper discusses the feasibility and technical challenges underlying mimicking, or analogously adapting, biological behavioral strategies to mission/flight planning for aerial vehicles engaged in planetary exploration. Two candidate concepts based on natural resource utilization and searching behaviors are adapted to technolog...

We follow 8] in asking when a set of ordinals X is a countable union of sets in K, the core model. We show that, analogously to L, an X closed under the canonical 1 Skolem function for K can be so decomposed, provided K is such that no !-closed lters are put on its measure sequence, but not otherwise. This proviso holds if there is no inner model of a weak Erd} os type property.

predominates only below ca. 400“C.Above ca. 400°C the intermediate cleavage product Me,SiNH, reacts with surface silanot groups to form iSiOSiMe,NH, + CH,. At higher temperatures these groups may ultimately form (3iO),SiNH, groups (analogously to the formation of bi-and tridentate linkages starting from :SiOSiMe, groups), but (3SiO),SiNH, groups are also directly formed at lower temperatures, s...

We present RSLR, an implicit higher order characterization of the class PP of those problems which can be decided in probabilistic polynomial time with error probability smaller than 1/2. Analogously, we can get a characterization of the class BPP. RSLR is an extension of Hofmann’s SLR with a probabilistic primitive. We prove that this system enjoys subject reduction. Polytime soundness is obta...

The theory of optimal design experiments has been traditionally developed on an Euclidean space. In this paper, new theoretical results and algorithm for finding the experiment located a Riemannian manifold are provided. It is shown that analogously to in spaces, D-optimal G-optimal designs equivalent manifolds, we provide lower bound maximum prediction variance response evaluated over manifold...

One of the challenges today's theoretical physics is to fully understand connection between a geometrical object like area and thermostatistical one entropy, since behaves analogously entropy. The Bekenstein bound suggests universal constraint for entropy region in flat space. Bekenstein-Hawking black holes satisfies conjecture. In this paper we have shown that when use important non-Gaussian e...

Given a graph G and an integer k, the paw-free completion problem asks whether it is possible to add at most k edges make paw-free. The edge deletion defined analogously. Sandeep Sivadasan (IPEC 2015) asked these problems admit polynomial kernels. We answer both questions affirmatively by presenting, respectively, O(k)-vertex O(k4)-vertex kernels for them. This part of ongoing program that aims...

that appears in many applications (see [AC], [F].) In [C1],[C2],[C3], the author introduced the notion of “viscosity” solution to (1.1), and developed the theory of existence and regularity of viscosity free boundaries. In particular, the regularity theory is inspired by the regularity theory for minimal surfaces, precisely by the “oscillation decay” method of De Giorgi, according to which if S...