THE ALEXANDRA DOCK, HULL. (INCLUDES PLATE AND APPENDICES).

Eve Roman and Alexandra

Introduction Epidemiology is the basic quantitative science of public health and, as such, is concerned with the distribution, determinants, treatment, management, and potential control of disease. Concentrating on the first two of these, this chapter reviews the epidemiology of lymphomas – a heterogeneous group of malignancies that is estimated to account for around 3–4% of cancers worldwide. ...

Chris D’Souza and Alexandra Lai

In 1952, Nobel Laureate Harry Markowitz, . . . , demonstrated mathematically why putting all your eggs in one basket is an unacceptably risky strategy and why diversification is the nearest an investor or business manager can ever come to a free lunch. That revelation touched off the intellectual movement that revolutionized Wall Street, corporate finance, and business decisions around the worl...

Authority in the Dock

The dock problem revisited

The dock problem (cf. [2], [4, 5]), which is that of understanding the scattering of surface water waves by a thin semi-infinite rigid plate floating on the free surface of water of infinite depth, gives rise to the following mixed boundary value problem, involving Laplace’s equation in two dimensions, with (x, y) representing the rectangular Cartesian coordinates, assuming linearised theory of...

The finite dock problem

The scattering of water waves by a dock of finite width and infinite length in water of finite depth is solved using the modified residue calculus technique. The problem is formulated for obliquely incident waves and the case of normal incidence is recovered by taking an appropriate limit. Exciting forces and pitching moments are calculated as well as reflection and transmission coefficients. T...