The Mathematician and the Devil

Catherine is a woman in her late twenties who is strongly devoted to her father, Robert, a brilliant and well-known mathematician whose grip on reality is beginning to slip away. As Robert descends into madness, Catherine begins to wonder if she may have inherited her father's mental illness along with his mathematical genius.

From the heights of notoriety to the depths of depravity, John Forbes Nash Jr. experiences it all. As a brilliant but socially awkward mathematician, he made a groundbreaking discovery early in his career and stands on the brink of international acclaim. But as the handsome and arrogant Nash accepts secret work in cryptography, he becomes entangled in a mysterious conspiracy. His life takes a nightmarish turn and he soon finds himself on a painful and harrowing journey of self-discovery.

A mathematical genius discovers a link between numbers and reality, and thus believes he can predict the future.

Headstrong yet aimless, Will Hunting has a genius-level IQ but chooses to work as a janitor at MIT. When he secretly solves highly difficult graduate-level math problems, his talents are discovered by Professor Gerald Lambeau, who decides to help the misguided youth reach his potential. When Will is arrested for attacking a police officer, Professor Lambeau makes a deal to get leniency for him if he gets court-ordered therapy. Eventually, therapist Dr. Sean Maguire helps Will confront the demons that are holding him back.

After World War II, Antonia and her daughter, Danielle, go back to their Dutch hometown, where Antonia's late mother has bestowed a small farm upon her. There, Antonia settles down and joins a tightly-knit but unusual community. Those around her include quirky friend Crooked Finger, would-be suitor Bas and, eventually for Antonia, a granddaughter and great-granddaughter who help create a strong family of empowered women.

Emma approaches adulthood, she tries to live an ordinary life and keep up to her late mothers expectations. However her anxiety weighs over her, stopping her from enjoying the last few youthful years.

Two fledgling inventors discover a complex method to manipulate reality. At first, they successfully game the stock market with it, but the consequences of the invention start to catch up with them.

This DVD dives into the advanced principles of Algebra. The Standard Deviants tour of the world of algebra continues with complete coverage of quadratic equations, quadratic roots and factors, and higher order polynomials. Suitable for all ages, Algebra Part 2 clearly presents these principles in a fun and approachable manner. A completely stand-alone video! Part 1 is not required.

The Standard Deviants serve-up all sorts of useful trig vocabulary. Get your fill of degree and radian measurements, and a sampler platter of right triangle trigonometry.

The future of Marguerite, a brilliant student in Mathematics at the prestigious Ecole Normale Supérieure, seems all planned out. The only woman from her year, Marguerite is finishing a thesis she has to present to an audience of researchers. On the big day, a mistake shakes all her certainties and all her foundations collapse.

Geometry Part 2 goes into detail on perimeter, circumference and area for 2-dimensional and 3-dimensional figures. This DVD is also helpful for students who need extra help understanding the Pythagorean Theorem. Difficult concepts are made crystal clear with easy-to-follow examples and graphic presentations. With the Standard Deviants by your side, you'll be calculating the surface of a sphere or the volume of a cylinder in no time!

A socially awkward teenage math prodigy finds new confidence and new friendships when he lands a spot on the British squad at the International Mathematics Olympiad.

Jaime Escalante is a mathematics teacher in a school in a hispanic neighbourhood. Convinced that his students have potential, he adopts unconventional teaching methods to try and turn gang members and no-hopers into some of the country's top algebra and calculus students.

Ji-woo, an outcast at a prestigious private school, meets Hak-sung, the school janitor who is actually a mathematical genius who defected from North Korea.

A high school teenager named Ibo has a dream of becoming a professional soccer player. However, Ibo's dream of becoming a professional footballer did not find support from his parents.

The remarkable true story of how retiree Jerry Selbee discovers a mathematical loophole in the Massachusetts lottery and, with the help of his wife, Marge, wins $27 million dollars and uses the money to revive their small Michigan town.

The decision by India's supreme court to establish caste-based reservations for jobs in education causes conflict between a teacher and his mentor.

Markus returns home to care for his daughter when his wife dies in a tragic train accident. However, when a survivor of the wreck surfaces and claims foul play, Markus suspects his wife was murdered and embarks on a mission to find those responsible.

The Catholic Jean-Louis runs into an old friend, the Marxist Vidal, in Clermont-Ferrand around Christmas. Vidal introduces Jean-Louis to the modestly libertine, recently divorced Maud and the three engage in conversation on religion, atheism, love, morality and Blaise Pascal's life and writings on philosophy, faith and mathematics. Jean-Louis ends up spending a night at Maud's. Jean-Louis' Catholic views on marriage, fidelity and obligation make his situation a dilemma, as he has already, at the very beginning of the film, proclaimed his love for a young woman whom, however, he has never yet spoken to.

At an Austrian boys' boarding school in the early 1900s, shy, intelligent Törless observes the sadistic behavior of his fellow students, doing nothing to help a victimized classmate—until the torture goes too far. Adapted from Robert Musil's acclaimed novel, Young Törless launched the New German Cinema movement and garnered the 1966 Cannes Film Festival International Critics' Prize for first-time director Volker Schlöndorff.