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Maximization method

Hi) Constrained Maximization Method of Lagrange Undetermined Multipliers The problem of constrained maximization may be posed in its most general form as follows ... [Pg.153]

There is yet only limited experience with these three-way cross-validation methods. The expectation maximization cross-validation method can be implemented in software without many difficulties. The leave-bar-out cross-validation method is more complex to implement. In general, the expectation maximization method outperforms the leave-bar-out method. In most cases the PRESS plots show a more distinct minimum and it is thus easier to identify the best model. However, the expectation maximization method requires much longer computation time [Louwerse et al. 1999] and this can be a problem for large arrays. [Pg.153]

Antigenicity Test (BPAT), and the dermal sensitization study (a maximization method) were used. The scoring for the dermal sensitization study, shown in Table 9.4 for poly(GGAP), is the same as in Table 9.5 for the intracuta-neous toxicity study. In the latter case, there simply is neither erythema (redness) nor edema (swelling) due to injection of the polymer. In the former case, the test polymer was as innocuous as the negative control of salt water. Obviously, these polymers are remarkably biocompatible. [Pg.480]

This research uses minimum-variance instead of the mean-variance approach to create a benchmark. There are several reasons for implementing the minimum-variance instead of originally proposed mean-variance approach. One of the disadvantages of mean-variance is the requirement of choosing the expected return, which is hard to estimate. Errors in estimation of that parameter lead to inefficient portfolios. As a consequence, weights become highly unstable. The other pitfall of the mean-variance approach is the sensitivity to small changes in the mean returns of portfolio s assets. Michaud [6] concludes that mean-variance method is the error-maximization method. In order to avoid the problems connected to mean-variance optimization, we concentrate on the minimum-variance portfolio. [Pg.252]

Jae Hyun Cho Nuclear Engineering and Design Power maximization method for land-transportable fully passive lead—bismuth cooled small modular reactor systems... [Pg.372]

Stochastic parameter evolution modeling SP-TAR models are estimated via the Kalman filter - smoother method (PouUmenos and Fassois 2006) - and GSC-TAR models via the expectation-maximization method (Avendano-Valencia and Fassois 2013). The innovatimis variance is in each case estimated via a moving rectangular (600 sample long) window. The following stmctural parameters are considered AR... [Pg.1844]

In Chap. 10, modification of the process for reducing process waste was considered in detail. It also was concluded that to minimize utility waste, the single most effective measure would be improved heat recovery. The energy-targeting methods presented in Chaps. 6 and 7 maximize heat recovery for a given set of process conditions. However, the process conditions can be changed to improve the heat recovery further. [Pg.321]

Figure 16.5a shows the matches around the pinch from Fig. 16.4a with their duties maximized to tick-oflF streams. It should be emphasized that the tick-off heuristic is only a heuristic and can occasionally penalize the design. Methods will be developed later which allow such penalties to be identified as the design proceeds. [Pg.368]

In the Maximum Entropy Method (MEM) which proceeds the maximization of the conditional probability P(fl p ) (6) yielding the most probable solution, the probability P(p) introducing the a priory knowledge is issued from so called ergodic situations in many applications for image restoration [1]. That means, that the a priori probabilities of all microscopic configurations p are all the same. It yields to the well known form of the functional 5(/2 ) [9] ... [Pg.115]

Historically, the first and most important capacitance method is the vibrating capacitor approach implemented by Lord Kelvin in 1897. In this technique (now called the Kelvin probe), the reference plate moves relative to the sample surface at some constant frequency and tlie capacitance changes as tlie interelectrode separation changes. An AC current thus flows in the external circuit. Upon reduction of the electric field to zero, the AC current is also reduced to zero. Originally, Kelvin detected the zero point manually using his quadrant electrometer. Nowadays, there are many elegant and sensitive versions of this technique. A piezoceramic foil can be used to vibrate the reference plate. To minimize noise and maximize sensitivity, a phase-locked... [Pg.1894]

We apply the semi-implicit algorithm to handle the weak potentials Vi, and the energy conserving method (16) for the stiff forces. The maximal error in the total energy, i.e. [Pg.292]

The process can be operated in two modes co-fed and redox. The co-fed mode employs addition of O2 to the methane/natural gas feed and subsequent conversion over a metal oxide catalyst. The redox mode requires the oxidant to be from the lattice oxygen of a reducible metal oxide in the reactor bed. After methane oxidation has consumed nearly all the lattice oxygen, the reduced metal oxide is reoxidized using an air stream. Both methods have processing advantages and disadvantages. In all cases, however, the process is mn to maximize production of the more desired ethylene product. [Pg.86]

An alternative starting network is one without stream spHts. The networks from the TI method maximize energy recovery and may introduce heat-load loops. Stream spHts ate not made in the initial steps of network invention. The ED method is proposed to be one in which heuristic rules and strategies would be used to improve the networks developed by the TI method. The importance of a thermodynamic base for evolutionary rules is stressed in this proposal, but there is no expHcit guidance for the evolutionary process. [Pg.525]


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