Power study for 4 × 4 graeco-latin square design

Impairment of Continuous Insulin Delivery Therapy and Analysis from Graeco-Latin Square Design Model

The desire to deliver measured amount of insulin continuously to patients with type I diabetes, for glycemic control, has attracted a lot of attention. Continuous subcutaneous insulin infusion has seen some success in recent years. However, occlusion of insulin delivery may prevent the patient from receiving the prescribed dosage, with adverse consequence. An in vitro study of insulin delivery ...

4-homogeneous Latin Trades

Low-Power Radix-4 Combined Division and Square Root

Because of the similarities in the algorithm it is quite common to implement division and square root in the same unit. The purpose of this work is to implement a low-power combined radix-4 division and square root floating-point double precision unit and to compare its performance and energy consumption with a radix-4 division only unit. Previous work has been done on reducing the energy dissi...

Chapter 4: Single-Factor Experiments: Ran- domized Block and Latin Square Designs

Suppose that a bakery is interested in studying the effects of three different sugar substitutes on the optimal baking time of birthday cakes. To perform the study, the baker wishes to bake several cakes using each of the three substitutes, as well as real sugar, and determine the time to browning for each cake. Unfortunately, the baker knows the the exact oven temperature can effect the length...

Construction and analysis of orthogonal (Graeco) Sudoku square designs

The present paper deals with the introduction of new experimental designs namely “Orthogonal Sudoku Square Designs”. A simple “sequential method” of constructing orthogonal Sudoku square designs (OSSD) of odd order is presented. The analysis of orthogonal Sudoku square designs is also discussed. The entire above is explained with the help of numerical examples.