A new series of resolvable PBIB (2) designs in unequal block sizes with three replicates | Zendy

Akhilesh Jha | Zendy; Cini Varghese | Zendy; Seema Jaggi | Zendy; Mohd Harun | Zendy; Devendra Kumar | Zendy

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A new series of resolvable PBIB (2) designs in unequal block sizes with three replicates

Author(s) -

Akhilesh Jha,

Cini Varghese,

Seema Jaggi,

Mohd Harun,

Devendra Kumar

Publication year - 2018

Publication title -

bhartiya krishi anusandhan patrika

Language(s) - English

Resource type - Journals

eISSN - 0976-4631

pISSN - 0303-3821

DOI - 10.18805/bkap107

Subject(s) - series (stratigraphy) , block (permutation group theory) , association scheme , variance (accounting) , mathematics , statistics , variance components , block design , randomized block design , scheme (mathematics) , combinatorics , algorithm , arithmetic , computer science , biology , mathematical analysis , paleontology , accounting , business

In this paper, a new series of incomplete block designs with three replications has been proposed. These designs are partially variance balanced following a group divisible association scheme. The designs obtained here are with unequal block sizes and are suitable for experimentation in uneven land. Furthermore, these designs are resolvable, which enhances their application potential in regions where it may be difficult to accommodate complete replications at one place.

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