John Gillies (1895–1976)

Gillies and Dodds Bacteriology Illustrated

Apparently without benefit of a predecessory symposium, the editor of this collection of monographs has selected several topics as representative of areas from which many of the future advances in the treatment of neoplastic disease will come forth. His choices are uniformly praiseworthy and meritorious. In each of the chapters, which cover such diversified approaches as interferons, monoclonal...

Supervisor : Prof . Duncan Gillies Second Marker

Gillies fan flap for lower lip reconstruction – case report

1Department of Surgical Oncology, Faculty of Medicine, University of Warmia and Mazury in Olsztyn, Poland Head of Department: Monika Rucińska, MD, PhD 2Department of Surgical Oncology, Hospital Ministry of Internal Affairs with Warmia and Mazury Oncology Centre in Olsztyn, Poland Head of Department: Andrzej Lachowski, MD 3Department of Public Health and Epidemiology, Faculty of Medicine, Univer...

غزلی بر جان کیتس(john Keats )

جان کیتس (1821-1795) یکی از مشهورترین و مبتکرترین شعرای تاریخ ادبیات انگلستان است . اولین شعری که از وی ثبت شده در تاریخ 1814سروده شده است . و عنوان آن تقلید ی از اسپنسر بوده است . در سال 1817 نخستین و در سال 1818 دومین و در سال 1820 سومین و آخرین جلد مجموعه اشعار وی منتشر شده است . کیتس با داشتن قدرت عظیم تخیل و نبوغ در نوشتن ‘ می توانست دنیای زیبای طبیعت پیرامون خود را به صورت بسیار مطبوع در...

John Rawnsley

If ∇ is a torsionless connection on the tangent bundle of a manifold M the Weyl curvature W is the part of the curvature in kernel of the Ricci contraction. We give a coordinate free proof of Weyl’s result that W vanishes if and only if (M,∇) is (locally) diffeomorphic to RP with ∇, when transported to RP, in the projective class of ∇LC , the Levi-Civita connection of the Fubini–Study metric on...