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Optimization/minimization

The strategies explored and defined in the various examples presented open a way for wider application of microwave chemistry in industry. The most important problem for chemists today (in particular, drug discovery chemists) is to scale-up microwave chemistry reactions for a large variety of synthetic reactions with minimal optimization of the procedures for scale-up. At the moment, there is a growing demand from industry to scale-up microwave-assisted chemical reactions, which is pushing the major suppliers of microwave reactors to develop new systems. In the next few years, these new systems will evolve to enable reproducible and routine kilogram-scale microwave-assisted synthesis. [Pg.77]

Substitution of halogens on heteroaromatic rings is a common way to introduce new functionalities. The product from reaction 6 (Scheme 6) was required on a 100-g scale as an intermediate. In the literature, this exchange was done on a 5-g scale using ammonia in ethanol in a sealed tube under pressure for 6 h at 125-130°C with a yield of 76% (Bendich et al. 1954). Because of the lack of a suitable autoclave for high-pressure reactions, we choose the microwave reactor for scale-up trials. Using our Synthos 3000 equipment, we found suitable conditions with only minimal optimization at 170°C for 180 min and obtained the desired product on a 60-g scale in 83% yield. [Pg.146]

One issue related to supporting a metabolic stability assay with HPLC/MS/MS is the need to set up an MS/MS method for each compound. While it may only take 10 min to infuse a compound solution and find the corresponding precursor and product ions (along with minimal optimization of the collision energy), the processes of MS/MS development would require 4 hr per day if one wanted to assay 25 compounds per day. MS vendors have responded to this need by providing software tools that can perform the MS/MS method development step in an automated fashion. Chovan et al.68 described the use of the Automaton software package supplied by PE Sciex (Toronto, Canada) as a tool for the automated MS/MS method development for a series of compounds. The Automaton software was able to select the correct precursor and product ions for the various compounds and optimize the collision energy used for the MS/MS assays of each compound. They found that the Automaton software provided similar sensitivity to methods that would have been developed by manual MS/MS procedures. Chovan et al. also reported that the MS/MS method development for 25 compounds could be performed in about an hour with the Automaton software and required minimal human intervention. [Pg.209]

Diverse Three TAACF datasets from PubChem 179 Naive Bayes, random forest, sequential minimal optimization, J48 decision tree. Used to create three models with different datasets. Naive Bayes had external test set accuracy 73-82.7, random forest 60.7-82.7%, SMO 55.9-83.3, and J48 61.3-80% Periwal et al. (36, 37)... [Pg.249]

If the set of admissible controls is bounded, closed and convex, then it follows (12) that a unique minimizing optimal profile T (z) always exists. Denn et. al. (11) employed the variational approach in determining the necessary and sufficient conditions for an optimal solution. An iterative scheme for approximating the optimal profile was then developed based on the solution of the system equations in the forward direction... [Pg.300]

Reference compound Use the most expeditious route. Minimal optimization justifiable. Use chromatographic purification if needed. [Pg.23]

Parameter optimization is attained by changing the values of the adjustable parameters until the sum-of-the-squares of the residuals between the measured sorption data and FITEQL calculated values is minimized. Optimization can be performed using single or multiple sets of data. [Pg.230]

In non-detoxified fully supplemented BSG hemicellulosie hydrolyzate, D. hansenii assimilates all sugars and consumes most of the inhibitors, presenting both superior kinetic and stoichiometric performance compared to the other tested yeast species. This performance is maintained for minimal (optimized) supplemented BSG medium, and it is expected that this performance can be further improved for more controlled oxygen and pH growth conditions. [Pg.635]

The advantages of this method include quick delivery of high-quality imprinted polymers with minimal optimization in a one-step process. Furthermore, near monodisperse, spherical particles can be prepared in good yields as presented in Fig. 18.7. [Pg.635]

A restricted Hartree-Fock SCF calculation will be performed using Pulay DIPS + Geometric Direct Minimization Optimization ... [Pg.397]

Establishment of such curves presupposes not only random sampling of the population with which the figures are to be used but also clear definitions of the terms minimal, optimal, adequate, and good. It is suggested that, in the presence of so many variables, plus the further evidence of variation in requirements from day to day, the present development of tables of dietary requirements is a false interpretation of the whole situation. Such tables have been necessary under certain special conditions, but their wide application around the world and their indiscriminate use for purposes other than intended is undesirable. [Pg.224]

The sequential minimal optimization (SMO) algorithm is derived from the idea of the decomposition method to its extreme and the optimization for a minimal subset of just two points at each iteration. It was first devised by Platt [110], and applied to text categorization problems. SMO is a simple algorithm that can quickly solve the SVM QP problem without any extra matrix storage and without using numerical QP optimization steps at all. SMO decomposes the overall QP problem into QP sub-problems, using Osuna s theorem to ensure convergence. [Pg.308]

Platt, J. (1998). Fast training of support vector machines using sequential minimal optimization, edited by Scholkopf, B., Burges, C. and Smola, A., Advances in kernel methods support vector learning. MIT Press. [Pg.325]

Burges, and A. J. Smola, Eds., MIT Press, Cambridge, Massachusetts, 1999, pp. 185-208. Fast Training of Support Vector Machines Using Sequential Minimal Optimization. [Pg.393]


See other pages where Optimization/minimization is mentioned: [Pg.11]    [Pg.110]    [Pg.154]    [Pg.366]    [Pg.193]    [Pg.318]    [Pg.115]    [Pg.171]    [Pg.73]    [Pg.186]    [Pg.451]    [Pg.624]    [Pg.47]    [Pg.220]    [Pg.313]    [Pg.407]    [Pg.802]    [Pg.269]   


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