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M. Tate, R. Clelland (1957)
Nonparametric and shortcut statistics in the social, biological, and medical sciences
(1962)
AIII int;roduetion to ALGOL 60
All exl / erime ~ tal st : rely of the simplex melhod Definite integral by l { omberg ' s method
P. Naur (1963)
The Design of the GIER ALGOL CompilerAnnual Review of Automatic Programming, 4
(1963)
Experilneltts i~ lira?at programruing
Tire above definilions are illustrated in the following example. COLUMN-COUNT = 2 f = 50 2 30 2 15 1 5 C4 tt~:we the minimum delta, test {heir (l ~sl> :~(m~is. Since all t h r e e eligib]e rows (2, 3 and 4) have {he minimum dashcount., selee, t any one of (}tem as (]k. COLUMN-COUNT = 4 f = 40 4 20 420 4 20 DASH-COUNT~ -- ml.....R2 C1 ma Y Y R4 N N Y ~C 130' 0 60 DELTA OASH-COUNT Y N Y N C2 C3 C1 lC2] C3 C4 Y Y Y Y N N N Y N 0 0 STEPS IN THE ALGORITi-i~f Y Y C5 - N " 160 4- Step 1. Same as for Algorithm 1. Step 2. Determine those rows that have a minimum weighted dash-count. Step 3. If two or more rows have a minimum WDC, select fi'om among them the row that has the minimum delta. If among these there still exists t.wo or more rows, select the row with the minimum dash-count. If there are more than two such rows, select any one of them. The test on dash-count does not affect computer running time, but
Communications of the ACM – Association for Computing Machinery
Published: Nov 1, 1965
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