CHESS model

Santore RC, Driscoll CT. 1995. The chess model for calculating chemical equilibria in soils and solutions. Soil Sci Soc Am Spec Pubs 42 357-375. 

Santore, R.C. and Driscoll, C.T. (1995). The CHESS Model for Calculating Chemical Equilibria in Soils and Solutions, Chemical Equilibrium and Reaction Models. The Soil Society of America, American Society of Agronomy... 

Jiang H, Chess L An integrated model 12 of immunoregulation mediated by regulatory T ceU subsets. Adv Immunol 2004 83 253-288. 

In this instance, we may believe that for once Arturo Schwarz was right on the mark indeed, as he chose to practice it, chess provides the perfect metaphorical model for Duchamp s life and works. ... 

Jenke DR, Chess EK, Zietlow D, Rabinow BE. Model for estimating the accumulation of solutes leaching from polymeric containers into parenteral solutions. Int J Pharm 1992 78 115. 

The thermodynamic equilibrium models, including surface complexation models, require the solution of a complex mathematical equation system. For this reason, many computer programs (e.g., CHEAQC, CHEMEQL, CHESS, EQ3/6, F1TEQL, Geochemist s Workbench, H ARPHRQ, JESS, MINTEQ and its versions, NETPATH, PHREEQC, PHRQPITZ, WHAM, etc.) have been developed to calculate the concentration and activity of chemical species, estimate the type and amount of minerals formed or dissolved, and the type and amount of sorbed complexes. 

These programs are able to model the geological systems soil/rock-aqueous solution systems that is the concentration and distribution of the thermodynamically stable species can be determined based on the total concentrations of the components and the parameters just mentioned. In addition, the programs can also be used to estimate thermodynamic equilibrium constants and/or surface parameters from the concentrations of the species determined through experiments. Thermodynamic equilibrium constants can be found in tables (Pourbaix 1966) or databases (e.g., Common Thermodynamic Database Project, CHESS, MINTEQ, Visual MINTEQ, NEA Thermodynamical Data Base Project (TDB), JESS, Thermo-Calc Databases). Some programs (e.g., NETPATH, PHREEQC) also consider the flowing parameters. 

J. (1999) Application of the forest-soil-water model (PnET-BGC/CHESS) to the Lysina catchment, Czech Republic. Ecol. Model. 120, 9-30. 

The process begins with phase A, in which the framework (with the system conditions shown in Box 4.1) is explained to offer a shared mental model for community building among the participants of a planning process. This step enables the group to play the chess game of sustainable development by the same rules. 

Eggan K, Baldwin K, Tackett M, Osborne J, Gogos J, Chess A, Axel R, Jaenisch R (2004) Mice cloned from olfactory sensory neurons. Nature 428(6978) 44-49 Feinstein P, Mombaerts P (2004) A contextual model for axonal sorting into glomeruli in the mouse olfactory system.Cell 117(6) 817—831... 

Figure 1. Formation of the protected degeneracy in the simplest quantum model. Each chess-...

The diamond lattice representation of a protein, while reasonable for idealized models of / and a proteins, cannot reproduce the chain geometry of more complex motifs such as a// proteins. To remove this fundamental limitation, the chess-knight model [54] of the protein backbone was developed. In contrast to a diamond lattice model, it allows all possible protein folding motifs to be represented at low resolution [121]. The force field requirements for a unique native state are essentially the same in this finer lattice representation as for diamond lattice models. 

Kolinski and Skolnick [42,147] developed a series of high-coordination lattice protein models that are capable of describing protein structures at various levels of resolution. The simplest of these, the chess-knight model... 

I do not know how good chess enthusiasts are at inferring recent moves from a glance at a mid-game position, but the biological problem was precisely the one that Cavalli-Sforza and I claimed to be able to solve by statistical methods, contrary to these authors opinion. Their strictures (with which we were already familiar through our contact with Silvestri in Milan) were valuable, however, in forcing us to think about the basis of our methods and to realize that our principle of economy was justified by an appeal to probability models and maximum likelihood. 

Martin RP, Wisenbaker J, Huttunen M. 1994. Review of factor analytic studies of temperament measures based on the Thomas-Chess structural model Implications for the big five. In Halverson CF Jr, Kohnstamm GA, eds. The Developing Structure of Temperament and Personality from Infancy to Adulthood. Hillsdale, NJ Lawrence Erlbaum Associates. Pp. 157—172. 

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