Resolvable and 2-Replicate PBIB Designs based on Higher Association Schemes Using Polyhedra
KRISHI: Publication and Data Inventory Repository
View Archive InfoField | Value | |
Title |
Resolvable and 2-Replicate PBIB Designs based on Higher Association Schemes Using Polyhedra
Not Available |
|
Creator |
Vinayaka
Rajender Parsad |
|
Subject |
Icosahedral association scheme
Octahedral association scheme Pentagonal prism association scheme Resolvable partially balanced incomplete block design |
|
Description |
Not Available
In this article, three new association schemes and construction of partially balanced incomplete block (PBIB) designs based on these association schemes in three and four associate classes using polyhedra have been proposed. Construction methods use polyhedral such as icosahedron, octahedron and pentagonal prism. PBIB designs based on icosahedral and octahedral association schemes are resolvable block designs whereas designs based on pentagonal prism association scheme are 2-replicate PBIB designs. A simple analysis of these designs is outlined including generalized forms of canonical efficiency factors (CEFs) and average variances. A catalogue of PBIB designs for k (size of each block) Not Available |
|
Date |
2023-11-30T07:11:12Z
2023-11-30T07:11:12Z 2023-11-28 |
|
Type |
Research Paper
|
|
Identifier |
Vinayaka and Rajender Parsad (2023). Resolvable and 2-Replicate PBIB Designs based on Higher Association Schemes Using Polyhedra. Statistics and Applications, 21(2), 141-154 https://ssca.org.in/media/9_SA42052022_R4_SA_28112022_Vinayaka_FINAL_Finally.pdf
Not Available http://krishi.icar.gov.in/jspui/handle/123456789/80950 |
|
Language |
English
|
|
Relation |
Not Available;
|
|
Publisher |
Statistics and Applications, Society of Statistics and Computer Applications
|
|