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Every episode from all four seasons of the American TV drama created by Mike Kelley and inspired by Alexandre Dumas's novel 'The Count of Monte Cristo'.
When Emily Thorne moves to the Hamptons for the summer, she is welcomed by the residents into their privileged community. Little do they know that Emily is in fact Amanda Clarke, a girl who lived in the Hamptons when she was younger who has come to seek revenge for the wrongs suffered by her father at the hands of the woman he loved, Victoria Grayson.
Victoria is now a prominent member of the local community and a tempting target, but Emily's vengeful designs are complicated when she unexpectedly falls for her enemy's son Daniel.
All episodes from the second season of the American TV drama created by Mike Kelley and inspired by Alexandre Dumas's novel 'The Count of Monte Cristo'. When Emily Thorne (Emily VanCamp) moves to the Hamptons for the summer, she is welcomed by the residents into their privileged community. Little do they know that Emily is in fact Amanda Clarke, a girl who lived in the Hamptons when she was younger come to seek revenge for the wrongs suffered by her father at the hands of the woman he loved, Victoria Grayson (Madeleine Stowe). In this season, Emily puts her plot for revenge on hold to go in search of the mother she previously thought dead. The episodes are: 'Destiny', 'Resurrection', 'Confidence', 'Intuition', 'Forgiveness', 'Illusion', 'Penance', 'Lineage', 'Revelations', 'Power', 'Sabotage', 'Collusion', 'Union', 'Sacrifice', 'Retribution', 'Illumination', 'Victory', 'Masquerade', 'Identity', 'Engagement', 'Truth: Part 1' and 'Truth: Part 2'.
She may be a tough-as-nails, street-smart private investigator, but when Molly is drafted by the FBI to go undercover in a college sorority, she quickly discovers she's way out of her element amongst a sisterhood of snooty, high maintenance, materialistic college girls.
But Molly accepts the top-secret mission in order to protect the daughter of a key witness in a case against the mob.
British werewolf horror. When Sarah Tyler (Isabella Calthorpe) reluctantly returns to her troubled family home in the deepest countryside, she and her family and friends find themselves besieged by a dark and deadly horror that threatens to wipe out the entire party. Tom Felton, Gemma Atkinson and Joshua Bowman co-star.
Sci-fi drama starring Zosia Mamet and Olympia Dukakis. When Rhea Carver (Mamet) realises that she is different to the other children at school, she reaches out to her grandmother, Rosmarie (Dukakis). As Rhea's mother (Virginia Madsen) and grandmother tell her the truth about the women of the Carver family being descendents of ancient witches, Rhea fears that life as she knew it will never be the same.
Henri Poincare (1854-1912) was one of the greatest scientists of his time, perhaps the last one to have mastered and expanded almost all areas in mathematics and theoretical physics. He created new mathematical branches, such as algebraic topology, dynamical systems, and automorphic functions, and he opened the way to complex analysis with several variables and to the modern approach to asymptotic expansions. He revolutionized celestial mechanics, discovering deterministic chaos. In physics, he is one of the fathers of special relativity, and his work in the philosophy of sciences is illuminating. For this book, about twenty world experts were asked to present one part of Poincare's extraordinary work. Each chapter treats one theme, presenting Poincare's approach, and achievements, along with examples of recent applications and some current prospects. Their contributions emphasize the power and modernity of the work of Poincare, an inexhaustible source of inspiration for researchers, as illustrated by the Fields Medal awarded in 2006 to Grigori perelman for his proof of the Poincare conjecture stated a century before. This book can be read by anyone with a master's (even a bachelor's) degree in mathematics, or physics, or more generally by anyone who likes mathematical and physical ideas. Rather than presenting detailed proofs, the main ideas are explained, and a bibliography is provided for those who wish to understand the technical details.
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