A Detail Note on Universally Optimal One Sided Circular Neighbour Balanced design
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Year : 2022,
Volume & Issue : BPAS-Maths & Stat 41E(1), JAN-JUN 2022
Page No. : 69-73,
Article Type : Original Aticle
Article DOI : 10.5958/2320-3226.2022.00010.8 (Received on 18.12.2021/ Revised on 22.05.2022/ Accepted on 30.05.2022 Online First Published on June 15, 2022 at https://www.bpasjournals.com/)
Description
Description
Dr. Kumam Praphullo Singh*
Author’s Affiliation : Department of Statistics, Thambal Marik College, Oinam, P.O. Nambol, Manipur 795134, India
Corresponding Author : Dr. Kumam Praphullo Singh, Department of Statistics, Thambal Marik College, Oinam, P.O. Nambol, Manipur 795134, India,
E-Mail:-kpraphullo@rediffmail.com
Abstract
Specially in an agricultural design of experiment the treatment received by a plot may affect the other response on the neighbouring plots of a same block or it may happen to affect the response on the following plot. For example of the second condition, the tall varieties may affect the other crops grown on the neighbouring plots by their shades. Bailey (2003) has developed such design concerned with the study of one sided neighbour effect, under the above mentioned second condition. This paper gives a new series of Universally Optimal One-Sided Circular Neighbour Balanced designs.
AMS subject classification: 62K 05, 62K 10 (Primary).
How to cite this article: Singh KP (2022). A Detail Note on Universally Optimal One Sided Circular Neighbour Balanced design. Bull. Pure Appl. Sci. Sect. E Math. Stat. 41E(1), 69-73.
Keywords
One Sided Circular Neighbour Balanced design, Universally Optimal, Equivalence class of sequences.
