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Original Articles

EASY METHODS FOR THREE-DIMENSIONAL DATA

Pages 7-10 | Published online: 19 Oct 2007

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Read on this site (2)

G. L. Silver. (1998) THE METHOD OF ROOTS AND NEW LATIN SQUARE EQUATIONS∗ . Quality Engineering 10:4, pages 625-631.
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G. L. Silver. (1996) LATIN SQUARES, CENTRAL TENDENCIES, AND CUBES. Quality Engineering 9:1, pages 129-133.
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Articles from other publishers (6)

G.L. Silver. (2006) Analysis of three-dimensional grids: The four-point cube. Applied Mathematics and Computation 172:2, pages 963-970.
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G.L. Silver. (2005) Analysis of three-dimensional grids: cubes and cubic coefficients. Applied Mathematics and Computation 166:1, pages 196-203.
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G.L. Silver. (2003) Analysis of five-point grids: the diamond configuration. Applied Mathematics and Computation 144:2-3, pages 389-395.
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G.L. Silver. (2002) Analysis of four-point grids: the diamond configuration. Applied Mathematics and Computation 131:2-3, pages 215-221.
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G.L Silver. (2001) The four-point diamond configuration. Applied Mathematical Modelling 25:7, pages 629-634.
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G.L. Silver. (1998) Operational equations for data in rectangular array. Computational Statistics & Data Analysis 28:2, pages 211-215.
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