A 2003 remake of the 1977 teen fantasy comedy. Disgruntled teen Anna Coleman (Lindsay Lohan) & her uptight mother Tess (Jamie Lee Curtis) wake up one morning to find that they are trapped in each other's bodies. In order to reclaim their own body, they must come to a greater understanding of one another. ...

Three popular comedies starring Lindsay Lohan. ' Freaky Friday' (2003) is a remake of the 1977 teen fantasy comedy. Disgruntled teen Anna Coleman (Lohan) & her uptight mother Tess (Jamie Lee Curtis) wake up one morning to find that they are trapped in each other's bodies. In order to reclaim their own body, they must come to a greater understanding of one another. ' Confessions of a Teenage Drama Queen' (2004) stars Lohan as Lola, a popular & pretty New York City teenager whose family has recently moved from fashionable Greenwich Village to the backwater of Dellwood, New Jersey. Despairing of her new, hopelessly suburban surroundings, Lola spends her time dreaming about becoming a star, & fantasising about her favourite b&. She sets to work to topple Carla Santini (Megan Fox) from her position of most popular girl in the school, & dreams of landing the lead role in the school production of ' Pygmalion'. But Carla retaliates by getting hold of tickets to Lola's favourite b&, who are playing a farewell concert in New York City. How can Lola ever hope to get her own back? Finally, in ' Herbie Fully Loaded' (2005), Maggie Peyton (Lohan), the first Peyton to graduate from college, receives a graduation present from her dad (Michael Keaton). But instead of a 250Z, she instead receives a Volkswagon Bug (Herbie) who soon takes over all of Maggie's driving. After having her best friend Kevin (Justin Long) restore Herbie, she goes to the car show & beats all-time racer Trip Murphy (Matt Dillon). He demands a rematch & attempts to discover the secret behind Herbie. After losing a big race to Trip because of Herbie's stubbornness, Maggie enters the Daytona 500. But will Herbie win? ...

Makes an inroad into the unexpectedly difficult question of existence of Frchet derivatives of Lipschitz maps of Banach spaces into higher dimensional spaces. This book opens several research directions in this area of geometric nonlinear functional analysis. ...