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By 1992, there was tremendous pressure within Rauma s corporate management to divest themselves of their offshore business unit These pressures led to several events: A decision was made to restructure the offshore division The traditional fabrication yard organization was split into three different companies First, by joining with a large Finnish consulting company, a new engineering firm was established on a 50/50 ownership basis This new organization, named PI-Rauma was viewed as a marriage based on the strengths of both parties The consulting company needed shipbuilding and offshore experience to establish itself in that industry On the other hand, Rauma recognized that through the marketing channels the established consulting company offered, there would be a chance to gain additional onshore work in other industry segments Second, the workforce at the fabrication yard was trimmed to the absolute minimum and the facility was reorganized to operate as a general subcontractor, both in offshore and other industries This new fabricating firm was named Mantyluoto Works The third company, Rauma Offshore Contracting, was formed from the personnel comprising the business development, project management, and administration subunits of the old fabrication yard organization The mission of this group was to establish an offshore contracting business that was supposed to act independently from the other two companies, though using their services whenever possible As a result, Rauma, the parent corporation, ended up creating three independent companies from their former offshore unit Both the fabrication and engineering companies experienced some teething

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of P1 , the space of the real polynomials of maximum degree n whose roots are inside n the unit disc and such that the coef cient of the highest degree is equal to one It is shown that if f is holomorphic in the vicinity of the unit circle, then n can extend to a regular function on n , the adherence of P1 in n Adherence n is the set of n polynomials of degree n whose roots are in the closed unit disc A polynomial of the edge of n , n , can then be factorized into a polynomial of degree k, every root of which is of module 1 and a polynomial qi internal to n k Moreover, if qi is a critical point of n k , then n (q), the gradient of n at point q, is orthogonal to n and points towards outside By supposing, moreover, that k is non-zero on k and that k n, the following the critical points of k in k are not degenerated for 1 method can give a local minimum: 1) we choose a point q0 interior to n as initial condition and integrate the vector n ; 2) either a critical point is reached: if it is a local minimum, the procedure is completed otherwise, since it is not degenerated, it is unstable for small disturbances and the procedure can continue; 3) or the edge n is reached in qb : then qb is decomposed up into qb = qu qi and we go back to stage 1) with qi and n k We end up reaching a minimum of m (1 transformation, a local minimum of n m n), qm , that gives, by a simple

This algorithm never meets the same point twice and convergence towards a local minimum is guaranteed It was extended to the multivariable case and with time-varying coef cients (see [BARA 98]) 83 Discrete time fractional processes 831 Filters: impulse responses and corresponding processes Let us consider the fractional lter (of variable z) parameterized by j and dj :

The authors in [52] propose a different approach for securing routing in ad hoc networks The key concept of the security-aware ad hoc routing (SAR) protocol is that, for applications that require security, it is preferable to route packets through trusted nodes rather than route the packets through the shortest path that may include untrusted nodes SAR assumes that there is a trust hierarchy Nodes lower in the hierarchy may be trusted less while nodes higher in the hierarchy may be trusted more Trust may be derived for example through the organizational structure In a military environment, nodes belonging to generals may be more trusted (since they are typically well protected) than sensor nodes out in enemy territory The approach is quite general and can be applied to several routing protocols, although the authors explain this in the context of AODV In order to support routing messages

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