1970
DOI: 10.1130/0016-7606(1970)81[1995:alpals]2.0.co;2
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A Linear Programming and Least Squares Computer Method for Solving Petrologic Mixing Problems

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Cited by 464 publications
(104 citation statements)
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“…2). Least square linear approximation calculations (Wright and Doherty 1970) suggest that the least-magnesian melt inclusion compositions (MgO $8 wt%) can be produced from primitive melts (MgO $10.3 wt%) by 44.8 wt% crystallization of olivine, clinopyroxene, and plagioclase in proportions 3.9:21.8:18.4 (Table 4), which are consistent with Fig. 7 Compositions of melt inclusions in olivine from sample TRD-150 compared with those in olivines from UPL-I (shaded area, after Sobolev et al 1993).…”
Section: Discussionmentioning
confidence: 99%
“…2). Least square linear approximation calculations (Wright and Doherty 1970) suggest that the least-magnesian melt inclusion compositions (MgO $8 wt%) can be produced from primitive melts (MgO $10.3 wt%) by 44.8 wt% crystallization of olivine, clinopyroxene, and plagioclase in proportions 3.9:21.8:18.4 (Table 4), which are consistent with Fig. 7 Compositions of melt inclusions in olivine from sample TRD-150 compared with those in olivines from UPL-I (shaded area, after Sobolev et al 1993).…”
Section: Discussionmentioning
confidence: 99%
“…The percentage of residual minerals has been calculated by linear programming, minimizing the sum of squares of residuals as a constraint (SSR; e.g. Wright & Doherty, 1970) starting from the bulk partition coefficient modelled and using literature partition coefficients (Table 5; GERM data set, http://earthref.org/GERM/main.htm).…”
Section: B Gdsmentioning
confidence: 99%
“…Bulk partition coefficients used to model GDS rocks. Residuum assemblages calculated using linear programming (Wright & Doherty, 1970) minimizing the sum of squares of residuals as a constraint (SSR). Mineral abbreviations are after Kretz (1983).…”
Section: B Gdsmentioning
confidence: 99%
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“…Los más sencillos realizan el cálculo de balances de masas por mínimos cuadrados [p. ej., XLFRAC, Stormer y Nicholls (1978); GENMIX, Le Maitre (1981) y Wright y Doherty (1974)]. Otros programas como TRAZAS (Cebriá y López Ruiz, 1990y 1992 Y PEARCE.PLOT (Stanley y Russell, 1989) permiten la modelización directa de la cristalización en equilibrio y fraccionada simple y la elaboración de diagramas de Pearce, respectivamente.…”
Section: Recomendaciones Prácticasunclassified