Most chemical processes are multivariable in nature, that is, the!y are characterized by multiple inputs (manipulated variables) and multiple outputs (controlled variables). A number of investigators have developed measures of interaction that allow a control system designer to determine (I priori t
The Index of a Point Lattice in a Set
β Scribed by B. Uhrin
- Publisher
- Elsevier Science
- Year
- 1995
- Tongue
- English
- Weight
- 424 KB
- Volume
- 54
- Category
- Article
- ISSN
- 0022-314X
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π SIMILAR VOLUMES
## Abstract We check here numerically and establish the validity of a simple estimate for the polymer thetaβpoint on various pure and diluted lattices. Our study on twoβdimensional lattices supports a linear relationship of the ΞΈβpoint value with the average number __Z__~eff~ of nonβbonded (nearest
In this paper we generalize the cd -index of the cubical lattice to an r -cd -index , which we denote by Γ ( r ) . The coef ficients of Γ ( r ) enumerate augmented Andre Β΄ r -signed permutations , a generalization of Purtill's work relating the cd -index of the cubical lattice and signed Andre Β΄ per
We present an efficient O n + 1/Ξ΅ 4 5 -time algorithm for computing a 1 + Ξ΅)approximation of the minimum-volume bounding box of n points in 3 . We also present a simpler algorithm whose running time is O n log n + n/Ξ΅ 3 . We give some experimental results with implementations of various variants of