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Going Analog And Getting Artsy: Programming In The Academic Library, Lisa A. Forrest
Going Analog And Getting Artsy: Programming In The Academic Library, Lisa A. Forrest
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At Hamilton College's Burke Library, innovative programming has been implemented to highlight the creative work of Hamilton’s students and faculty. Apple & Quill provides opportunity for students to participate in writing workshops and analog makerspace activities (such as book making), and publicly share their writing through organized reading events in the library. As a result, the series has attracted students and faculty to the physical library building, forged new personal connections, improved collaborations with campus partners, and engaged the community with the library.
Aviation’S Heartland: The Flying Farmers And Postwar Flight, Peter Simons
Aviation’S Heartland: The Flying Farmers And Postwar Flight, Peter Simons
Articles
In 1944 the National Flying Farmers organized at Stillwater, Oklahoma. The organization took advantage of aviation's wartime growth to promote flight as an integral part of agricultural life that would modernize production, break down social barriers, and give farmers greater access to markets. It also built on aviation's roots in the agricultural landscapes of the Midwest and Great Plains as well as the strategic role these spaces would come to play in the Cold War. In addition to giving farmers greater control over their land and work, flight was more broadly imagined to connect the agricultural heartland with consumers abroad, …
Non-Simplicial Decompositions Of Betti Diagrams Of Complete Intersections, Courtney Gibbons, Jack Jeffries, Sarah Mayes-Tang, Claudiu Raicu, Branden Stone, Bryan White
Non-Simplicial Decompositions Of Betti Diagrams Of Complete Intersections, Courtney Gibbons, Jack Jeffries, Sarah Mayes-Tang, Claudiu Raicu, Branden Stone, Bryan White
Articles
We investigate decompositions of Betti diagrams over a polynomial ring within the framework of Boij-Soederberg theory. That is, given a Betti diagram, we decompose it into pure diagrams. Relaxing the requirement that the degree sequences in such pure diagrams be totally ordered, we are able to define a multiplication law for Betti diagrams that respects the decomposition and allows us to write a simple expression of the decomposition of the Betti diagram of any complete intersection in terms of the degrees of its minimal generators. In the more traditional sense, the decomposition of complete intersections of codimension at most 3 …