ISBN: 9781041121206 - theory of factorial experiments: modern methods, applications, and r implementation (16 risultati)

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Condizione: As New. Unread book in perfect condition.

Condizione: As New. Unread book in perfect condition.

Condizione: New.

Condizione: New.

Condizione: New.

Condizione: New.

Condizione: New.

Condizione: New.

Hardcover. Condizione: Brand New. 224 pages. 10.00x7.00x10.24 inches. In Stock.

Buch. Condizione: Neu. Neuware - This book introduces modern methods for estimating and analysing factorial experiments, including a new Hadamard matrix-based technique for 2n designs. It covers confounded, asymmetrical, and supersaturated designs and demonstrates the use of factorial experiments in constructing various block designs. Practical RStudio implementations are included. The book also explores the analysis of variance for asymmetrical factorial designs and confounded experiments, including single and double-confounding schemes. It also offers a practical guide to implementing these methods in RStudio, including worked examples and computation of ANOVA tables.Features:¿ Introduces a novel method using Hadamard matrices to estimate effects and compute ANOVA tables in 2n factorial experiments¿ Discusses estimation of effects in ternary symmetrical designs using linear and quadratic contrasts with single degrees of freedom¿ Covers estimation techniques and ANOVA computation for asymmetrical factorial and confounded designs. ¿ Demonstrates the use of factorial experiments for constructing BIBDs, PBIBDs, and other complex experimental designs¿ Offers practical R code and examples for estimating effects and generating ANOVA tables from real datasetsThis book is for graduate students, academic researchers, and applied statisticians in agricultural, industrial, and experimental sciences who seek advanced yet accessible coverage of factorial experiments and their real-world applications.Dilip Kumar Ghosh completed his Bachelor's and Master's degrees in Statistics from Bhagalpur University. He gained his Ph.D. in Statistics, specializing in Design of Experiments at ISI Delhi under M. N. Das. He has worked at CMFRI, Cochin; Tocklai Experimental Station, Jorhat; Saurashtra University, Rajkot from Lecturer to Professor and Head. He is the founder faculty of department of Statistics at Saurashtra University. After his retirement, UGC selected him as a BSR Faculty Fellow for three years. He has published 150 research papers in national and internationally reputed journals. He has more than 50 years of teaching and research experience. He supervised 43 Ph.D. students in Statistics, OR, Inference, and Management. He has been teaching Design of Experiments, including Factorial Experiments since the last 40 years. He visited West Florida University, USA, and University of Manitoba, Canada, as a research collaborator at least ten times and published papers along with them. Further, he participated in several international conferences abroad and has organized more than 15 conferences and two refresher courses. He is a member of more than 15 professional bodies, an Editorial board member in 10 journals and Editor in Chief of Gujarat Journal of Statistics and Data Science.…

Hardcover. Condizione: new. Hardcover. This book introduces modern methods for estimating and analysing factorial experiments, including a new Hadamard matrix-based technique for 2n designs. It covers confounded, asymmetrical, and supersaturated designs and demonstrates the use of factorial experiments in constructing various block designs. Practical RStudio implementations are included. The book also explores the analysis of variance for asymmetrical factorial designs and confounded experiments, including single and double-confounding schemes. It also offers a practical guide to implementing these methods in RStudio, including worked examples and computation of ANOVA tables.Features: Introduces a novel method using Hadamard matrices to estimate effects and compute ANOVA tables in 2n factorial experiments Discusses estimation of effects in ternary symmetrical designs using linear and quadratic contrasts with single degrees of freedom Covers estimation techniques and ANOVA computation for asymmetrical factorial and confounded designs. Demonstrates the use of factorial experiments for constructing BIBDs, PBIBDs, and other complex experimental designs Offers practical R code and examples for estimating effects and generating ANOVA tables from real datasetsThis book is for graduate students, academic researchers, and applied statisticians in agricultural, industrial, and experimental sciences who seek advanced yet accessible coverage of factorial experiments and their real-world applications.Dilip Kumar Ghosh completed his Bachelors and Masters degrees in Statistics from Bhagalpur University. He gained his Ph.D. in Statistics, specializing in Design of Experiments at ISI Delhi under M. N. Das. He has worked at CMFRI, Cochin; Tocklai Experimental Station, Jorhat; Saurashtra University, Rajkot from Lecturer to Professor and Head. He is the founder faculty of department of Statistics at Saurashtra University. After his retirement, UGC selected him as a BSR Faculty Fellow for three years. He has published 150 research papers in national and internationally reputed journals. He has more than 50 years of teaching and research experience. He supervised 43 Ph.D. students in Statistics, OR, Inference, and Management. He has been teaching Design of Experiments, including Factorial Experiments since the last 40 years. He visited West Florida University, USA, and University of Manitoba, Canada, as a research collaborator at least ten times and published papers along with them. Further, he participated in several international conferences abroad and has organized more than 15 conferences and two refresher courses. He is a member of more than 15 professional bodies, an Editorial board member in 10 journals and Editor in Chief of Gujarat Journal of Statistics and Data Science. This book introduces modern methods for estimating and analysing factorial experiments, including a new Hadamard matrix-based technique for 2n2^n2n designs, covering confounded, asymmetrical, and super-saturated designs. It is for graduate students, academic researchers, and applied statisticians. This item is printed on demand. Shipping may be from multiple locations in the US or from the UK, depending on stock availability.…

Hardcover. Condizione: new. Hardcover. This book introduces modern methods for estimating and analysing factorial experiments, including a new Hadamard matrix-based technique for 2n designs. It covers confounded, asymmetrical, and supersaturated designs and demonstrates the use of factorial experiments in constructing various block designs. Practical RStudio implementations are included. The book also explores the analysis of variance for asymmetrical factorial designs and confounded experiments, including single and double-confounding schemes. It also offers a practical guide to implementing these methods in RStudio, including worked examples and computation of ANOVA tables.Features: Introduces a novel method using Hadamard matrices to estimate effects and compute ANOVA tables in 2n factorial experiments Discusses estimation of effects in ternary symmetrical designs using linear and quadratic contrasts with single degrees of freedom Covers estimation techniques and ANOVA computation for asymmetrical factorial and confounded designs. Demonstrates the use of factorial experiments for constructing BIBDs, PBIBDs, and other complex experimental designs Offers practical R code and examples for estimating effects and generating ANOVA tables from real datasetsThis book is for graduate students, academic researchers, and applied statisticians in agricultural, industrial, and experimental sciences who seek advanced yet accessible coverage of factorial experiments and their real-world applications.Dilip Kumar Ghosh completed his Bachelors and Masters degrees in Statistics from Bhagalpur University. He gained his Ph.D. in Statistics, specializing in Design of Experiments at ISI Delhi under M. N. Das. He has worked at CMFRI, Cochin; Tocklai Experimental Station, Jorhat; Saurashtra University, Rajkot from Lecturer to Professor and Head. He is the founder faculty of department of Statistics at Saurashtra University. After his retirement, UGC selected him as a BSR Faculty Fellow for three years. He has published 150 research papers in national and internationally reputed journals. He has more than 50 years of teaching and research experience. He supervised 43 Ph.D. students in Statistics, OR, Inference, and Management. He has been teaching Design of Experiments, including Factorial Experiments since the last 40 years. He visited West Florida University, USA, and University of Manitoba, Canada, as a research collaborator at least ten times and published papers along with them. Further, he participated in several international conferences abroad and has organized more than 15 conferences and two refresher courses. He is a member of more than 15 professional bodies, an Editorial board member in 10 journals and Editor in Chief of Gujarat Journal of Statistics and Data Science. This book introduces modern methods for estimating and analysing factorial experiments, including a new Hadamard matrix-based technique for 2n2^n2n designs, covering confounded, asymmetrical, and super-saturated designs. It is for graduate students, academic researchers, and applied statisticians. This item is printed on demand. Shipping may be from our UK warehouse or from our Australian or US warehouses, depending on stock availability.…

HRD. Condizione: New. New Book. Delivered from our UK warehouse in 4 to 14 business days. THIS BOOK IS PRINTED ON DEMAND. Established seller since 2000.

HRD. Condizione: New. New Book. Shipped from UK. THIS BOOK IS PRINTED ON DEMAND. Established seller since 2000.

Hardcover. Condizione: new. Hardcover. This book introduces modern methods for estimating and analysing factorial experiments, including a new Hadamard matrix-based technique for 2n designs. It covers confounded, asymmetrical, and supersaturated designs and demonstrates the use of factorial experiments in constructing various block designs. Practical RStudio implementations are included. The book also explores the analysis of variance for asymmetrical factorial designs and confounded experiments, including single and double-confounding schemes. It also offers a practical guide to implementing these methods in RStudio, including worked examples and computation of ANOVA tables.Features: Introduces a novel method using Hadamard matrices to estimate effects and compute ANOVA tables in 2n factorial experiments Discusses estimation of effects in ternary symmetrical designs using linear and quadratic contrasts with single degrees of freedom Covers estimation techniques and ANOVA computation for asymmetrical factorial and confounded designs. Demonstrates the use of factorial experiments for constructing BIBDs, PBIBDs, and other complex experimental designs Offers practical R code and examples for estimating effects and generating ANOVA tables from real datasetsThis book is for graduate students, academic researchers, and applied statisticians in agricultural, industrial, and experimental sciences who seek advanced yet accessible coverage of factorial experiments and their real-world applications.Dilip Kumar Ghosh completed his Bachelors and Masters degrees in Statistics from Bhagalpur University. He gained his Ph.D. in Statistics, specializing in Design of Experiments at ISI Delhi under M. N. Das. He has worked at CMFRI, Cochin; Tocklai Experimental Station, Jorhat; Saurashtra University, Rajkot from Lecturer to Professor and Head. He is the founder faculty of department of Statistics at Saurashtra University. After his retirement, UGC selected him as a BSR Faculty Fellow for three years. He has published 150 research papers in national and internationally reputed journals. He has more than 50 years of teaching and research experience. He supervised 43 Ph.D. students in Statistics, OR, Inference, and Management. He has been teaching Design of Experiments, including Factorial Experiments since the last 40 years. He visited West Florida University, USA, and University of Manitoba, Canada, as a research collaborator at least ten times and published papers along with them. Further, he participated in several international conferences abroad and has organized more than 15 conferences and two refresher courses. He is a member of more than 15 professional bodies, an Editorial board member in 10 journals and Editor in Chief of Gujarat Journal of Statistics and Data Science. This book introduces modern methods for estimating and analysing factorial experiments, including a new Hadamard matrix-based technique for 2n2^n2n designs, covering confounded, asymmetrical, and super-saturated designs. It is for graduate students, academic researchers, and applied statisticians. This item is printed on demand. Shipping may be from our Sydney, NSW warehouse or from our UK or US warehouse, depending on stock availability.…