ICAR Research Data Repository for Knowledge Management
Resolvable block designs for factorial experiments with full main effects efficiency
KRISHI: Publication and Data Inventory Repository
View Archive Info| Field | Value | |
| Title |
Resolvable block designs for factorial experiments with full main effects efficiency
Not Available |
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| Creator |
V.K. Gupta
A.K. Nigam Rajender Parsad Lalmohan Bhar Subrata Keshori Behera |
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| Subject |
Orthogonal factorial Structure
Balance Efficiency Structure K Replacement Technique |
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| Description |
Not Available
The purpose of this article is to propose unified methods of construction of resolvable incomplete block designs for factorial experiments. These designs have orthogonal factorial structure, have balance, estimate all main effects with full efficiency and have control over the interaction efficiencies. These designs have applications in crop-sequence experiments. A catalogue of designs is prepared for number of levels of any factor at most 12. Not Available |
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| Date |
2017-03-05T08:48:42Z
2017-03-05T08:48:42Z 2011-12-31 |
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| Type |
Research Paper
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| Identifier |
Gupta, V,K,, Nigam,A,K,, Parsad, Rajender and Bhar, L.M. (2011). Resolvable block designs for factorial experiments with full effects efficiency. Journal of Indian Society of Agricultural Statistics, 65(3), 305-315.
Not Available http://krishi.icar.gov.in/jspui/handle/123456789/2819 |
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| Language |
English
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| Relation |
Not Available;
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| Publisher |
Indian Society of Agricultural Statistics
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