Colony. He was elected F.R.C.P. (Edinburgh) in 1926 and was Morison Lecturer in 1947: he was a Fellow of the Royal Society of Medicine, Fellow and ex President of the Royal Medical Society of Edinburgh, twice Chairman of the Bath Division, and in 1947, President of the Bath, Bristol and Somerset Branch of the B.M.A. In 1929 he was elected to the Council of the B.M.A. and shortly after this beca...

Action Research Programme (RADAR), School of Public Health, University of the Witwatersrand, South Africa. L.A. Morison is with the Infectious Disease Epidemiology Unit, Department of Infectious and Tropical Diseases, LSHTM (London School of Hygiene and Tropical Medicine), C. Watts is with the Health Policy Unit, Department of Public Health and Policy, LSHTM, and J.D.H. Porter is with the Clini...

Pesatnya perkembangan komputerisasi metode analisis data untuk penggunaan penyelidikan naturalistik dalam penelitian kualitatif, tujuan dari catatan ini adalah membandingkan manual dan teknik data. Dengan berbagai macan pertimbangan kelebihan, kekurangan, umum dimiliki asumsi aplikasi secara terus berlanjut karena kelangkaan literatur yang membahas keuntungan kelemahan kedua tersebut. Dan pada ...

We relate two parameter solutions of the sixth Painlevé equation and finite-gap solutions of the Heun equation by considering monodromy on a certain class of Fuchsian differential equations. In the appendix, we present formulae on differentials of elliptic modular functions, and obtain the ellitic form of the sixth Painlevé equation directly.

Peningkatan kebutuhan energi dunia relatif mengalami peningkatan yang cukup signifikan dari tahun ke tahun. Kebutuhan akan Energi Baru Terbarukan (EBT) juga meningkat seiring dengan menurunnya cadangan fosil. Ocean Thermal Energy Conversion (OTEC) menajdi salah satu alternatif sumber EBT pengembangan teknologinya berkembang dalam beberapa dekade terakhir. Umumnya OTEC menggunakan barge sebagai ...

in this paper we have solved analytically the schrödinger equation for a microscopic particle in a one-dimensional box with two infinite walls, which the potential function inside it, has a linear form. based on the solutions of this special quantum mechanical system, we have shown that as the quantum number approaches infinity the expectation values of microscopic particle position and square ...