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Amazing Disgrace
Aida Benedetto is a successful thirty-year-old food writer with an on-again, off-again boyfriend and an Italian American family with endless expectations, relentless traditions, and little patience with Aida when she expresses her reluctance to become her nephew's godmother. Birch McFarland, who is pushing for on-again status, was also raised by a strict Catholic father and understands Aida's sense of guilt as well as her duty to a faith she's silently questioned for years. When mutual domestic conflicts dissolve the lingering web between the couple and their families, Aida and Birch attempt to fashion new versions of faith and family. Before these embryonic ideas can begin to mature, the force of personal tragedy destroys all that Aida and Birch have worked to achieve. Abandoned by Birch and alienated from her family members, Aida is forced to free herself from the filters through which she previously viewed herself, her faith, and her family. Will they all be able to find new common ground upon which to rebuild their broken relationships?Catherine DiMercurio Dominic lives with her husband David and their children, Margaret and Grant, in Ferndale, Illinois.
DOMINIC'S CHILD
Dominic’s child was also Sophie’s son... Sophie and Dominic shared one night of love...the result was Ryan. Sophie was determined to bring the baby up by herself. After all, Dominic had made it perfectly clear that Sophie was the person responsible for ruining his life. But, if that was the case, why did he pursue her and propose marriage to her? On the point of accepting, Sophie was devastated by the arrival of Dominic’s fiancée. Who would Dominic choose now?
Discrete Morse Theory
Discrete Morse theory is a powerful tool combining ideas in both topology and combinatorics. Invented by Robin Forman in the mid 1990s, discrete Morse theory is a combinatorial analogue of Marston Morse's classical Morse theory. Its applications are vast, including applications to topological data analysis, combinatorics, and computer science. This book, the first one devoted solely to discrete Morse theory, serves as an introduction to the subject. Since the book restricts the study of discrete Morse theory to abstract simplicial complexes, a course in mathematical proof writing is the only prerequisite needed. Topics covered include simplicial complexes, simple homotopy, collapsibility, gr...
Shakespeare's Characters for Students
Covers every character in all of Shakespeare's 38 plays with comprehensive summaries. Arranged by play.
