We present an overview of the developments in combinatorial mathematics starting from the fundamental early contributions made by Professor Bose and some of the applications to experimental designs. We discuss in particular the impact of Bose's contributions in research on orthogonal latin squares, orthogonal arrays, incomplete block designs, and factorial experiments
In this thesis, we study the construction of designs for computer experiments and for screening expe...
We develop in this thesis new methodologies for designing both computer experiments and physical exp...
In this paper are considered some combinatorial arrangements analogous to orthogonal arrays introduc...
Abstract. The paper describes the various types of combinatorial designs applied in Statistical Desi...
The development of the theory and construction of combinatorial designs originated with the work of ...
In this expository paper we have demonstrated the importance of the theory of Latin squares and mutu...
In this paper we use incidence matrices of block designs and row-column designs to obtain combinator...
Among R. C. Bose's many important contributions to the Design of Experiments are (i) the constructio...
The scope of the volume includes all algorithmic and computational aspects of research on combinator...
Experimental mathematics is an experimental approach to mathematics in which programming and symboli...
14 pages, 1 article*Experimental Designs and Combinatorial Systems Associated with Latin Squares and...
Created to teach students many of the most important techniques used for constructing combinatorial ...
This thesis is an exposition of some sections of the tenth chapter of the book entitled Introductory...
This thesis is an exposition of some sections of the tenth chapter of the book entitled Introductory...
The theory of combinatorial designs has been used in widely different areas of computation concerned...
In this thesis, we study the construction of designs for computer experiments and for screening expe...
We develop in this thesis new methodologies for designing both computer experiments and physical exp...
In this paper are considered some combinatorial arrangements analogous to orthogonal arrays introduc...
Abstract. The paper describes the various types of combinatorial designs applied in Statistical Desi...
The development of the theory and construction of combinatorial designs originated with the work of ...
In this expository paper we have demonstrated the importance of the theory of Latin squares and mutu...
In this paper we use incidence matrices of block designs and row-column designs to obtain combinator...
Among R. C. Bose's many important contributions to the Design of Experiments are (i) the constructio...
The scope of the volume includes all algorithmic and computational aspects of research on combinator...
Experimental mathematics is an experimental approach to mathematics in which programming and symboli...
14 pages, 1 article*Experimental Designs and Combinatorial Systems Associated with Latin Squares and...
Created to teach students many of the most important techniques used for constructing combinatorial ...
This thesis is an exposition of some sections of the tenth chapter of the book entitled Introductory...
This thesis is an exposition of some sections of the tenth chapter of the book entitled Introductory...
The theory of combinatorial designs has been used in widely different areas of computation concerned...
In this thesis, we study the construction of designs for computer experiments and for screening expe...
We develop in this thesis new methodologies for designing both computer experiments and physical exp...
In this paper are considered some combinatorial arrangements analogous to orthogonal arrays introduc...
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