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By Gan Sh.

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Extra resources for Convergence of two-parameter banach space valued martingales and the radon-nikodym property of banach spaces

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We comment below and in Sec. 5 on how they compare with the group / bond / atom methods. The method of Gregoras is given mainly for illustrative purposes; that of Jurs shows the current status of molecular descriptor methods. Method of Grigoras. An early molecular structural approach to physical properties of pure organic substances was proposed by Grigoras (1990). The concept was to relate several properties to the molecular surface areas and electrostatics as generated by combining quantum mechanical results with data to determine the proper form of the correlation.

2-5, we comment on how these techniques compare with the group / bond / atom methods. Method of Yalkowsky for Tƒp and Tb. , 1995; Zhao and Yalkowsky, 1999) have explored connections between Tƒp and Tb as well as have proposed correlations for Tƒp. , 1994). The method consists of both group contributions which are additive and molecular descriptors which are not additive. The main properties of the latter are the symmetry number, ␴, and the flexibility number, ⌽. The former is similar to that used for ideal gas properties (see Sec.

Some were reviewed in the previous editions. Several of group / bond / atom methods described in Sec. 2-2 have been applied to Tfp and Tb, as have some of the molecular descriptor techniques of Sec. 2-2. We describe the application of these in a similar manner to that used above for critical properties. Method of Joback for Tƒp and Tb. Joback (1984; 1987) reevaluated Lydersen’s group contribution scheme, added several new functional groups, and determined new contribution values. 2) k b k where the contributions are indicated as tƒpk and tbk.

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Convergence of two-parameter banach space valued martingales and the radon-nikodym property of banach spaces by Gan Sh.

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