CAST OFF: MARITIME LABOR IN AMERICA FROM 1935 TO 1955

Many studies have observed the precipitous decline in American shipping following the Second World War. Most focus on changes in maritime policy and the upsurge of flags of convenience. Yet this interpretation relegates mariners to a footnote. This thesis argues that America abandoned its seamen years before it abandoned its merchant marine, and that the labor story is an integral and largely overlooked dimension of the industry’s broader decline. It explores how the status and makeup of American seamen underwent monumental shifts from 1935 to 1955. Increased nationalization, improved conditions, and a patriotic cause boosted the standing of the industry, but federal and union intervention also changed the composition of the workforce and even eroded seamen’s status. These greater controls on mariners negatively affected the industry and this work contends that labor played a role in the transformation, and even decline, of the overall American Merchant Marine.

Motivic Decomposition of Projective Pseudo-Homogeneous Varieties

Let G be a semi-simple algebraic group over a field k. Projective G-homogeneous varieties are projective varieties over which G acts transitively. The stabilizer or the isotropy subgroup at a point on such a variety is a parabolic subgroup which is always smooth when the characteristic of k is zero. However, when k has positive characteristic, we encounter projective varieties with transitive G-action where the isotropy subgroup need not be smooth. We call these varieties projective pseudo-homogeneous varieties. To every such variety, we can associate a corresponding projective homogeneous variety. In this thesis, we extensively study the Chow motives (with coefficients from a finite connected ring) of projective pseudo-homogeneous varieties for G inner type over k and compare them to the Chow motives of the corresponding projective homogeneous varieties. This is done by proving a generic criterion for the motive of a variety to be isomorphic to the motive of a projective homogeneous variety which works for any characteristic of k. As a corollary, we give some applications and examples of Chow motives that exhibit an interesting phenomenon. We also show that the motives of projective pseudo-homogeneous varieties satisfy properties such as Rost Nilpotence and Krull-Schmidt.