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Asociația Ad Astra a anunțat câștigătorii Premiilor Ad Astra 2022: http://premii.ad-astra.ro/. Proiectul și-a propus identificarea și popularizarea modelelor de succes, a rezultatelor excepționale ale cercetătorilor români din țară și din afara ei.
Publicatii proprii
Study of the Penicillin Dissipationn Aqueous Solution of Penicillinase with Attenuated Activity
Penicillinase is the enzyme that inactivates the antibiotic, hydrolyzing β-lactam nucleus and leading to inactivation of biological product. In this study, we obtained a combined kinetics: chemical and enzymatic degradation of the penicillin in enzymatic aqueous medium. Thus, we have obtained kinetic parameters of β-lactamase action with attenuated activity on penicillin G, by the separation of the two effects.
Read moreOncology researsching purpose
It's well known that the invincibility of the cancer is moastly due to it's cameleon strategy, because of which the spectrum of the antybodies secreted by human cells proves to be helpless. I imagined,in theory, a which, in case could make the obiect of investigation, may confirm or infirm this way of combating cancer. Researching proposal : Schematicley,theese things could be reprezented in the following way: -patients A and B,boath having cancer,
Read moreCORPORATE SOCIAL RESPONSIBILITY AND ORGANIZATIONAL IDENTITY IN POST-CRISIS ECONOMY
Today, building up organizational identity in post-crisis economy becomes a bet, as we are looking for new interpretative coordinates. First of all, we have to take into account the ability to communicate. Second in line, as an extension of the above mentioned ability, we have to highlight the corporate social responsibility (CSR). Nowadays, the road map of modern business environment can be identified only by a new philosophy of business administration.
Read moreA Gauss-Kuzmin-type problem for a family of continued fraction expansions
In this paper we study in detail a family of continued fraction expansions of any number in the unit closed interval [0,1] whose digits are differences of consecutive non-positive integer powers of an integer m⩾2. For the transformation which generates this expansion and its invariant measure, the Perron–Frobenius operator is given and studied. For this expansion, we apply the method of random systems with complete connections by Iosifescu and
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