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Implementation difficulties

Another implementation problem, especially when the workload is high, is creaming, i.e. the staff prioritises clients that are most likely to find jobs. The consequence is that clients with fewer chances to find an employment are left behind, despite their significant need of support in the job finding process. [Pg.286]

It is almost impossible for participants to appeal or even question the activation requirement in the municipal system. Thoren s general conclusion is that these programmes are mainly about monitoring participants entitlement for social assistance instead of preparing and enabling them for the labour market. [Pg.286]

30 Official goals are often expressed in terms of individually tailored services with the aim to improve the individuals personal possibilities to enter the labour market. [Pg.286]


The first issue we discuss is the choice of degrees of freedom. We briefly review the literature pertaining to justification and implementation of performing molecular simulations in non-Cartesian space, most prominently torsional and rigid-body space. We lay out advantages of such a procedure and comment upon common implementation difficulties, with specific attention to the issue of consistency between the development and application of force field parameters for use in MC simulations. [Pg.52]

Show that the dead-time and inverse response compensators are based on the same logic. What are their implementational difficulties ... [Pg.563]

It is important to point out that every theory possesses its own advantages and disadvantages the choice of the most suitable method depends on the type of system analyzed, the required information, the level of detail in the reaction scheme, and the computational resources available. Thus, up to now there is not a unified approach that can deal with every crosslinking system, considering all the implementation difficulties and taking into account all nonidealities present in these systems, such as cyclization. A few details about each theory are offered below. [Pg.195]

Althou IPsec is accepted as a secure internet standard, it has implementation difficulties and limitations. [Pg.1810]

In conclusion, IPsec is a trusted standard providing security at layer-3. Usage of IPsec can mitigate traffic inj ection attacks in wired networks via packet authentication. However, due to its implementation difficulties and limitations it is not a widely used NAC method. [Pg.1811]

It is always desirable to know the best possible performance even when such a performance is difficult to attain due to implementation difficulties. For the optimi-... [Pg.499]

This type of contract requires the operator to pay a fixed amount to the contractor upon completion of the well, while the contractor furnishes all the material and labour and handles the drilling operations independently. The difficulty with this approach Is to ensure that a quality well Is delivered to the company since the drilling contractor will want to drill as quickly and cheaply as possible. The contractor therefore should guarantee an agreed measurable quality standard for each well. The guarantee should specify remedial actions which will be implemented should a substandard well be delivered. [Pg.62]

Because of all these numerical difficulties, neither the LM nor the TG stage-by-stage method is commonly implemented in modern computer algorithms. Nevertheless, the TG method is veiy instructive and is developed in the following example. For a single narrow-boihng feed, the TG manual method is quite efficient. [Pg.1278]

At the present, active clamps are still not broadly used because of the difficulty in implementation. This will change as the industry evolves. [Pg.148]

Having discussed how, at least in principle, the chemical potentials can be calculated, I now turn to the second conceptual difficulty in implementing eqn.(l). [Pg.345]

The local density approximation is highly successful and has been used in density functional calculations for many years now. There were several difficulties in implementing better approximations, but in 1991 Perdew et al. successfully parametrised a potential known as the generalised gradient approximation (GGA) which expresses the exchange and correlation potential as a function of both the local density and its gradient ... [Pg.21]

The implementation of this formalism for an atomistic model does not present any difficulties, at least conceptually. However, it is not obvious how the formalism should be used for single site potentials such as the Gay-Berne model. One approach would be to superimpose a mesogenic structure on the Gay-Berne ellipsoid but this structure would necessarily have a lower symmetry. Alternatively it would be possible to place a line of atoms along... [Pg.79]

A sum-over-states expression for the coefficient A for the expansion of the diagonal components faaaa was derived by Bishop and De Kee [20] and calculations were reported for the atoms H and He. However, the usual approach to calculate dispersion coefficients for many-electron systems by means of ab initio response methods is still to extract these coefficients from a polynomial fit to pointwise calculated frequency-dependent hyperpolarizabiiities. Despite the inefficiency and the numerical difficulties of such an approach [16,21], no ab initio implementation has yet been reported for analytic dispersion coefficients for frequency-dependent second hyperpolarizabiiities which is applicable to many-electron systems. [Pg.113]

Recursive techniques have been in use since the early days of digital computers. However, we have seen little use of this technique in formula calculations. Implementation requires the ability to calculate and return the same type of data for a formula as is normally retrieved from a raw material database. We have outlined some of the difficulties in using recursion. None of them present insurmountable difficulties if the programming environment being used supports recursion. The benefit of implementation is in the power of the software to simplify experimentation and formula development. [Pg.60]

Numerical solutions of such problems cause some difficulties during the course of many methods in connection with nonlinearity and tendency to infinity of the partial derivatives at the front of the temperature way. It is hoped that the exact solutions obtained in such a way help motivate what is done and could serve in practical implementations as goodness-of-fit tests. [Pg.516]


See other pages where Implementation difficulties is mentioned: [Pg.208]    [Pg.138]    [Pg.149]    [Pg.286]    [Pg.442]    [Pg.191]    [Pg.231]    [Pg.195]    [Pg.197]    [Pg.208]    [Pg.138]    [Pg.149]    [Pg.286]    [Pg.442]    [Pg.191]    [Pg.231]    [Pg.195]    [Pg.197]    [Pg.503]    [Pg.139]    [Pg.472]    [Pg.141]    [Pg.419]    [Pg.521]    [Pg.448]    [Pg.221]    [Pg.254]    [Pg.63]    [Pg.286]    [Pg.532]    [Pg.263]    [Pg.4]    [Pg.363]    [Pg.233]    [Pg.74]    [Pg.198]    [Pg.56]    [Pg.90]    [Pg.6]    [Pg.469]    [Pg.526]    [Pg.79]   


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