BibTex Citation Data :
@article{Medstat10082, author = {Tatik Widiharih and Sri Haryatmi and Gunardi Gunardi and Yuciana Wilandari}, title = {RANCANGAN D-OPTIMAL MODEL MICHAELIS MENTEN DAN EMAX DENGAN MATLAB}, journal = {MEDIA STATISTIKA}, volume = {8}, number = {2}, year = {2015}, keywords = {}, abstract = { Michaelis Menten and Emax models are widely used in chemistry, pharmacokinetics and pharmacodynamics areas. D-optimal criteria is criteria with the purpuse to minimize the variance of the estimator of parameters in the model. In this paper will discuss the D-optimal design for Michaelis Menten and Emax models with homoscedastics error assumtion. Determination of D-optimal designs based on Generalied Equivalence Theorem Kiefer-Wolvowitz. We used minimally supported design with the proportion of each design point is uniform, lower bound of design region is design point and the others are interior points. Keywords: D-optimal, Michaelis Menten, Emax, Minimally Supported Design, Homoscedastics }, issn = {2477-0647}, pages = {69--80} doi = {10.14710/medstat.8.2.69-80}, url = {https://ejournal.undip.ac.id/index.php/media_statistika/article/view/10082} }
Refworks Citation Data :
Michaelis Menten and Emax models are widely used in chemistry, pharmacokinetics and pharmacodynamics areas. D-optimal criteria is criteria with the purpuse to minimize the variance of the estimator of parameters in the model. In this paper will discuss the D-optimal design for Michaelis Menten and Emax models with homoscedastics error assumtion. Determination of D-optimal designs based on Generalied Equivalence Theorem Kiefer-Wolvowitz. We used minimally supported design with the proportion of each design point is uniform, lower bound of design region is design point and the others are interior points.
Keywords: D-optimal, Michaelis Menten, Emax, Minimally Supported Design, Homoscedastics
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