Europos Sąjungos biudžeto reforma: ko siekiame?

Testing Violation of CPT and Quantum Mechanics in the Ko-Ko System

I report a recent study’jmade in collaboration with M.E. Peskin, on the time dependence of a kaon beam propagating according to a generalization of quantum . mechanics due to Ellis, Hagelin, Nanopoulos and Srednicki, in which CPand CPT-violating signatures arise from the evolution of pure states to mixed states. Constraints on the magnitude of its parameters are established on the basis of exis...

Organ Correlation with Tryptophan Metabolism Obtained by Analyses of TDO-KO and QPRT-KO Mice

The aim of this article is to report the organ-specific correlation with tryptophan (Trp) metabolism obtained by analyses of tryptophan 2,3-dioxygenase knockout (TDO-KO) and quinolinic acid phosphoribosyltransferase knockout (QPRT-KO) mice models. We found that TDO-KO mice could biosynthesize the necessary amount of nicotinamide (Nam) from Trp, resulting in the production of key intermediate, 3...

Habitats - Infrastructure for Knowledge-Centric Operations (KO)

The concept of operations is shifting – from large static units with fixed missions to small groups operating independently, with shifting goals. These groups need to coordinate with respect to information, goals and resources. They need to predictably interact with each other and with autonomous, distributed sensors and operational equipment. Unpredictability regarding where, when, how, and wi...

Erdos-Ko-Rado in Random Hypergraphs

Let 3 ≤ k < n/2. We prove the analogue of the Erdős-Ko-Rado theorem for the random k-uniform hypergraph Gk(n, p) when k < (n/2)1/3; that is, we show that with probability tending to 1 as n → ∞, the maximum size of an intersecting subfamily of Gk(n, p) is the size of a maximum trivial family. The analogue of the Erdős-Ko-Rado theorem does not hold for all p when k À n1/3. We give quite precise r...

Vocalization Defects in Conditional Foxp2-KO Mice