[图书][B] Block Designs: A Randomization Approach: Volume II: Design
T Calinski, S Kageyama - 2012 - books.google.com
The book is composed of two volumes, each consisting of five chapters. In Vol ume I,
following some statistical motivation based on a randomization model, a general theory of …
following some statistical motivation based on a randomization model, a general theory of …
A note on the construction of Latin square type designs
S Saurabh, MK Singh - Communications in Statistics-Theory and …, 2022 - Taylor & Francis
A PBIB design based on L2 association scheme with parameters: v= p 2, b= pp− 1, r= p− 1,
k= p, λ 1= 0, λ 2= 1, n 1= 2 p− 1, n 2= p− 1 2 has been constructed in literature using …
k= p, λ 1= 0, λ 2= 1, n 1= 2 p− 1, n 2= p− 1 2 has been constructed in literature using …
On certain classes of rectangular designs
MK Singh, S Saurabh - Calcutta Statistical Association …, 2023 - journals.sagepub.com
Rectangular designs are classified as regular, Latin regular, semi-regular, Latin semi-
regular and singular designs. Some series of self-dual as well as α–resolvable designs …
regular and singular designs. Some series of self-dual as well as α–resolvable designs …
Some patterned constructions of rectangular designs
S Kageyama, K Sinha - Journal of the Japan Statistical Society, 2003 - jstage.jst.go.jp
A balanced incomplete block (BIB) design with parameters v, b, r, k, λ is a block design,
BIBD (v, b, r, k, λ), with v treatments and b blocks of size k each such that every treatment …
BIBD (v, b, r, k, λ), with v treatments and b blocks of size k each such that every treatment …
Construction of group divisible designs and rectangular designs from resolvable and almost resolvable balanced incomplete block designs
S Bagchi - Journal of statistical planning and inference, 2004 - Elsevier
In this paper, we present a general construction of group divisible designs and rectangular
designs by utilising resolvable and “almost resolvable” balanced incomplete block designs …
designs by utilising resolvable and “almost resolvable” balanced incomplete block designs …
Designs for cropping systems research
R Parsad, VK Gupta, R Srivastava - Journal of statistical planning and …, 2007 - Elsevier
The present article establishes equivalence between extended group divisible (EGD)
designs and designs for crop sequence experiments. This equivalence has encouraged the …
designs and designs for crop sequence experiments. This equivalence has encouraged the …
Balanced arrays of strength two from block designs
K Sinha, V Dhar, GM Saha… - Journal of Combinatorial …, 2002 - Wiley Online Library
Some constructions of balanced arrays of strength two are provided by use of rectangular
designs, group divisible designs, and nested balanced incomplete block designs. Some …
designs, group divisible designs, and nested balanced incomplete block designs. Some …
[HTML][HTML] Good equidistant codes constructed from certain combinatorial designs
An (n, M, d; q) code is called equidistant code if the Hamming distance between any two
codewords is d. It was proved that for any equidistant (n, M, d; q) code, d⩽ nM (q-1)/(M-1) q …
codewords is d. It was proved that for any equidistant (n, M, d; q) code, d⩽ nM (q-1)/(M-1) q …
Construction of three associate PBIB designs using K-maps
GP Singh, DK Garg - Journal of Modern Applied Statistical Methods, 2021 - jmasm.com
A new series of s (s≥ 3) associate class Partially Balanced Incomplete Block (PBIB) designs
have been constructed by applying hamming distance on Karnaugh maps. In this series …
have been constructed by applying hamming distance on Karnaugh maps. In this series …
Constructions of group divisible designs and related combinatorial structures
K Sinha, S Kageyama - Journal of statistical planning and inference, 2006 - Elsevier
Several methods of constructing group divisible (GD) designs are given by use of
rectangular designs and nested balanced incomplete block designs. The GD designs …
rectangular designs and nested balanced incomplete block designs. The GD designs …