This book provides a set of model solutions for the year 2014. It is mainly aimed at students preparing for their certificate of competency in the UK. However, it will be a useful tool when preparing for examinations of this kind anywhere in the world.

This book provides a set of model solutions for the year 2009. It is mainly aimed at students preparing for their certificate of competency in the UK. However, it will be a useful tool when preparing for examinations of this kind anywhere in the world.

This book provides a set of model solutions for the year 2013. It is mainly aimed at students preparing for their certificate of competency in the UK. However, it will be a useful tool when preparing for examinations of this kind anywhere in the world.

This book provides a set of model solutions for the year 2006. It is mainly aimed at students preparing for their certificate of competency in the UK. However, it will be a useful tool when preparing for examinations of this kind anywhere in the world.

Understanding ship stability is critical for all maritime students or professionals who are studying for a deck or engineering certificate of competency, or seeking promotion to a higher rank within any branch of the merchant marine or Navy. The sixth edition of the now classic 'Ship Stability' provides a comprehensive introduction to all aspects of ship stability and ship strength, squat, interaction and trim, materials stresses and forces.* The market leading ship stability text, widely used at sea and on shore* New content inclues coverage of now-mandatory double-skin tankers and fast ferries * Meets STCW (Standards of Training, Certification & Watchkeeping) requirements and includes self-examination material: essential reading for professionals and students alike

2016 Nautical Almanac. The cornerstone for all celestial navigation, listing the celestial bodies used for navigation, a sight reduction table, and other information valuable to the offshore navigator.

This memoir attempts at a systematic study of convergence to stationary state for certain classes of degenerate diffusive equations, taking the general form ${\frac{\partial f}{\partial t}}+ L f =0$. The question is whether and how one can overcome the degeneracy by exploiting commutators.