124,042 research outputs found
Medaglia di Giovanni Lami, n. 10
Medaglia dedicata a Giovanni Lami e realizzata da Antonio Selvi e Bartolomeo Vagell
Apoloni (Porta jugore)
Koço Lami. Apoloni (Porta jugore) . In: Iliria, vol. 18 n°2, 1988. pp. 256-257
Apoloni — Muri rrethues
Koço Lami. Apoloni — Muri rrethues . In: Iliria, vol. 17 n°2, 1987. p. 246
Le canal du Berry
Lami M. Le canal du Berry. In: L'information géographique, volume 16, n°3, 1952. pp. 124-126
Apoloni
Koço Lami. Apoloni . In: Iliria, vol. 19 n°2, 1989. Simpoziumi «Ilirët dhe Bota antike» / Der Symposium «Die Illyrer und die antike Welt». pp. 270-271
Political cycles in income from privatization: The case of Albania
The phenomenon of manipulation of the economy by the incumbent for electoral purpose is called Political Business Cycles (PBC). Using policy control economic instruments, such as fiscal and monetary instruments, governments may manipulate the economy to gain electoral advantage by producing growth and decreasing unemployment before elections. Earlier research on PBC in Albania found clear evidence of fiscal expansion before elections. In addition to increased income from taxes and borrowing, another source of financing the increased fiscal expansion in transition countries may be income from privatization, which is also the object of the analysis of this paper. In our analysis we apply standard econometric approach, used widely for research related to PBC. We test if income from privatization increases before elections. We find statistically significant increase of income from privatization before general (parliamentary) elections, which may lead us to conclude that one of the reasons may be to finance increased expenditures before elections. Another motivation, behind this behavior of the incumbent, may be rent - seeking. These results are of particular interest, as it is for the first time that income from privatization is analyzed in conjunction with PBC. --Albania,Political Business Cycle,Privatization
Convergence Rates for the Quantum Central Limit Theorem
Various quantum analogues of the central limit theorem, which is one of the cornerstones of probability theory, are known in the literature. One such analogue, due to Cushen and Hudson, is of particular relevance for quantum optics. It implies that the state in any single output arm of an -splitter, which is fed with copies of a centred state with finite second moments, converges to the Gaussian state with the same first and second moments as . Here we exploit the phase space formalism to carry out a refined analysis of the rate of convergence in this quantum central limit theorem. For instance, we prove that the convergence takes place at a rate in the Hilbert--Schmidt norm whenever the third moments of are finite. Trace norm or relative entropy bounds can be obtained by leveraging the energy boundedness of the state. Via analytical and numerical examples we show that our results are tight in many respects. An extension of our proof techniques to the non-i.i.d.\ setting is used to analyse a new model of a lossy optical fibre, where a given -mode state enters a cascade of beam splitters of equal transmissivities fed with an arbitrary (but fixed) environment state. Assuming that the latter has finite third moments, and ignoring unitaries, we show that the effective channel converges in diamond norm to a simple thermal attenuator, with a rate . This allows us to establish bounds on the classical and quantum capacities of the cascade channel. Along the way, we derive several results that may be of independent interest. For example, we prove that any quantum characteristic function is uniformly bounded by some \eta_\rho<1 outside of any neighbourhood of the origin; also, can be made to depend only on the energy of the state
L'utilisation des végétaux marins des côtes de France.
Lami Rob. L'utilisation des végétaux marins des côtes de France.. In: Revue de botanique appliquée et d'agriculture coloniale, 21ᵉ année, bulletin n°243-244, Novembre-décembre 1941. pp. 653-670
Odissea I 3 in due testimonianze epigrafiche e l'epitafio di Hedus (GVI 1183, 627, 1749 Peek)
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