{ "_id": "6a169cf5acfb0bcc41d7eb21", "Package": "FactEff", "Version": "1.0", "Date": "2025-11-24", "Title": "Efficiencies of Block Designs for Factorial and Fractional\nFactorial Experiments", "Authors@R": "c(person(\"Sukanta\", \"Dash\", role = \"aut\"), person(\"Baidya Nath\", \"Mandal\", email = \"mandal.stat@gmail.com\", role = c(\"aut\", \"cre\")), person(\"Anil\", \"Kumar\", role = \"aut\"))", "Author": "Sukanta Dash [aut], Baidya Nath Mandal [aut, cre], Anil Kumar\n[aut]", "Maintainer": "Baidya Nath Mandal ", "Description": "Opens a 'shiny' app which supports theoretical and\ncomputational analysis of block designs for symmetrical and\nmixed level factorial experiments. This package includes tools\nto check whether a design has orthogonal factorial structure\n(OFS) with balance or not and is able to find the orthogonality\ndeviation value if not having OFS. This package includes\nfunction to evaluate efficiency factor of all factorial effects\nin two situations, in the first situation if the design is\nverified with OFS and balance then calculate the efficiencies\nof all factorial effects using a specific analytical procedure\nand in the second situation if the design is verified with\nnon-OFS and balance then a new general method has been\ndeveloped and used to calculate efficiencies under the\ncondition that the design should be proper and equi-replicated,\nSee Gupta, S.C. and Mukerjee, R. (1987): \"A Calculus for\nfactorial arrangements\". Lecture Notes in Statistics. No. 59,\nSpringer-Verlag, Berlin, New York,\n. 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