Hannah Robbins – författare

When Kiss Me, Kate premiered in its first try-out performance, its future was anything but certain. Conceived and staged in just nine months of intense, sometimes chaotic collaboration, the show was a bold experiment: a backstage musical built around a Shakespearean comedy. But once the reviews rolled in, all doubts vanished. The production was a triumph, becoming the most successful stage work of both Cole Porter and the writing duo Sam and Bella Spewack.Yet Kiss Me, Kate has never been without controversy. At its heart, the show is a backstage comedy built around a play-within-a-play adaptation of Shakespeare's The Taming of the Shrew. That choice has long invited scrutiny. From its earliest performances to its most recent revivals, Kiss Me, Kate has sparked discussion about adaptation, gender politics, and the evolving tastes of audiences. From its 1948 debut to its 75th anniversary revival, the musical has been both celebrated and critiqued, reflecting shifting cultural attitudes and artistic sensibilities.In Too Darn Hot, author Thuraisingam Robbins traces the remarkable journey of this enduring musical, charting its development from concept to curtain call, offering a behind-the-scenes look at the artistic decisions that shaped its legacy. Through several case studies--including the lavish MGM film adaptation, a Viennese operetta-style staging, and modern Broadway revivals--Robbins examines how Kiss Me, Kate has remained relevant, provocative, and beloved. Too Darn Hot offers a compelling portrait of a show that continues to ignite conversation and captivate audiences.

Linear algebra is an extremely versatile and useful subject. It rewards those who study it with powerful computational tools, lessons about how mathematical theory is built, examples for later study in other classes, and much more. Functional Linear Algebra is a unique text written to address the need for a one-term linear algebra course where students have taken only calculus. It does not assume students have had a proofs course. The text offers the following approaches: More emphasis is placed on the idea of a linear function, which is used to motivate the study of matrices and their operations. This should seem natural to students after the central role of functions in calculus. Row reduction is moved further back in the semester and vector spaces are moved earlier to avoid an artificial feeling of separation between the computational and theoretical aspects of the course. Chapter 0 offers applications from engineering and the sciences to motivate students by revealing how linear algebra is used. Vector spaces are developed over R, but complex vector spaces are discussed in Appendix A.1. Computational techniques are discussed both by hand and using technology. A brief introduction to Mathematica is provided in Appendix A.2.As readers work through this book, it is important to understand the basic ideas, definitions, and computational skills. Plenty of examples and problems are provided to make sure readers can practice until the material is thoroughly grasped. AuthorDr. Hannah Robbins is an associate professor of mathematics at Roanoke College, Salem, VA. Formerly a commutative algebraist, she now studies applications of linear algebra and assesses teaching practices in calculus. Outside the office, she enjoys hiking and playing bluegrass bass.