Main Results. In this paper we prove the following theorem.
Main Results. In a first step a literature study was performed to screen observed pollutant concentrations of organic acids (formic acid, acetic acid), formaldehyde and volatile organic compounds (VOCs) within museum enclosures used for exhibiting and storing movable assets. This research showed that there are still pollutant problems in showcases throughout Europe, as shown from the investigation done in the EU FP5 MASTER project, see Figure 15.
Main Results. ^√ ^ → In this paper we focus on two optimization problems, namely the sparse Minimum Bisection Problem (sMBP) and the Xxxxxx Quadratic Assignment Problem (LQAP). Formal definitions are given below. However, we should add that many of our results hold for a larger class of optimization problems as long as log m = o(N ) (see Xxxxxxxxxxx, 1995). In the rest of the paper we will utilize the temperature rescaling β = β log m/N with β = O(1) which together with log m = o(N ) explains β 0 limit. This rescaling was justified in (Xxxxxxx et al., 2014). ^ For these two problems we shall provide tight asymptotics for the free en- ergy (5), and compute asymptotically the log-posterior agreement as well as β∗ that maximizes the posterior kernel.
Main Results. The IEA TEM#96 gives a contribution to better understand the issues, the challenges and the opportunities related to the large amount of wind power capacity that is reaching its end-of- life. A community of experts from very different kind of organizations actively contributed to the discussion on the three sub-topics: decommissioning, repowering and recycling. In the General Framework, Decommissioning and Repowering session, it was underlined that most of the wind plants at the end-of-life will probably benefit of a life-extension, but in a medium to long term scenario the amount of repowering interventions is going to grow significantly. The repowering interventions offer many benefits such as: • Higher energy production in the same area • Better support from new turbines to the power grid • Environmental and visual impact: less turbines = less impacts • Areas already used for wind energy: better social acceptance • Reduction of national energy price • Increase of (temporary) jobs in the sector However, there are still many issues/challenges such as: • No specific regulation for repowering • Administrative matter: complex, unclear and long permitting • Grid connection: lack of available grid capacity for repowered plants • Transport to site of the new bigger wind turbines (especially in high complex terrain) • (New) environmental and landscape contraints • Difficult to allocate new incentives for RES and need of new mechanisms • Difficult to develop wind plant at grid parity • Dismantling and recycling of the components (turbine component - cables - foundations) The most of the capacity facing today the end-of-life is based onshore, however in few years the number of offshore wind plants reaching the end-of-life is going to grow very fast according to the boom of offshore installations in the last decade. Some specific challenges, such as dismantling the offshore foundations, will have to be considered in this case. Decommissioning and repowering of a great amount of wind power capacity means dealing with a high number of “waste” turbine components. The challenge of recycling these components, in particular the blades, has been discussed also in the vision of a circular economy. In particular, different recycling methods for composite materials have been presented underlining also the issue of the traceability in each step of the process. The breakout sessions identified research gaps and needs for future collaboration for each subtopic. Concerning recyc...
Main Results. 4.1. Family 𝑆𝑡 provides a semigroup with generator 𝐿
Main Results. In this section, we present our results. To prove our main results which are stated in Theorems 1.4 and 1.5, we present several lemmas.
Main Results. The following extends the single-letter upper bound (36) in Proposition 3 to the multi-user case.
Main Results. Here we prove the cohomological rigidity for small covers and quasitoric mani- folds over 3-polytopes in the Pogorelov class P. We start with a crucial lemma.
Main Results. Theorem 4.1.2 will be proved by showing the following two lemmas – one is about lgrIS(R) and the other is about ugr∀S(R). The result of Theorem 4.1.2 can be rewritten using the notation ‘lim sup’ and ‘lim inf’ because of the following: A set S ⊂ N satisfies that |S[n]| ≥ h(n)(1 + o(1)) or |S[n]| ≤ h(n)(1 + o(1)) for every sufficiently large n if and only if S satisfies that h(n) h(n) lim inf |S[n]| ≥ 1 or lim sup |S[n]| ≤ 1 .
Main Results. The results of existing approaches and our Text2KB sys- tem are presented in Table 3.7. We should note, that text-based QA systems typically return a ranked list of answers, whereas many answers on WebQues- tions dataset are lists, which complicates the comparison between KBQA and text-based systems. The result reported for YodaQA system is the F1 score at position 1. As we can see, Text2KB significantly improves over the baseline system.
