Clouds Are Not Spheres (2010)

(7.7) based on 3 votes
Until recently geometry was 'cold', incapable of describing the irregular shape of a cloud, the slope of a mountain or the beauty of the human body. With fractal geometry, Benoit Mandelbrot gave us a language for our natural world. In this captivating documentary, the man himself explains this groundbreaking discovery.
Release Date
Jan 01, 2010
Runtime
00h 55m
Genre
Available in streaming on

Until recently geometry was 'cold', incapable of describing the irregular shape of a cloud, the slope of a mountain or the beauty of the human body. With fractal geometry, Benoit Mandelbrot gave us a language for our natural world. In this captivating documentary, the man himself explains this groundbreaking discovery.

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The Fractal Plane by Christopher Ursitti is a work of modern art for your HDTV. Even in our digital age, our computers are incapable of rendering these complex animations in real-time. This program was almost a year in the making, resulting in an experience that is simultaneously technological, nostalgic, beautiful and sublime. It's colorful and evolving art with the power to transform a room completely. BluScenes: The Fractal Plane includes two Ursitti compositions, “The Fractal Plane” and the “Mathematical Daydreams,” both with original 7.1 scores composed and performed by Chris Martyn and Geoff Harvey.
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5.0
BluScenes%3A+The+Fractal+Plane
BluScenes: The Fractal Plane

2011

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Achieving the Unachievable

M.C. Escher is among the most intriguing of artists. In 1956 he challenged the laws of perspective with his graphic Print Gallery and his uncompleted master-piece quickly became the most puzzling enigma of modern art. Fifty years later, can mathematician Hendrik Lenstra complete it? Should he?
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5.0
Achieving+the+Unachievable
Achieving the Unachievable

2007

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Four-Point Conics

An experimental mathematics film designed to elucidate the study of four-line conics.
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5.0
Four-Point+Conics
Four-Point Conics

1961

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I.Q.

Albert Einstein helps a young man who's in love with Einstein's niece to catch her attention by pretending temporarily to be a great physicist.
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6.0
I.Q.
Sebastian

Sebastian is an undisciplined mathematics genius who works in the "cipher bureau" of the British Intelligence. While cracking enemy codes, Sebastian finds time to romance co-worker Rebecca Howard.
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6.0
Sebastian
The Oxford Murders

At Oxford University, a professor and a grad student work together to try and stop a potential series of murders seemingly linked by mathematical symbols.
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6.0
The+Oxford+Murders
The Oxford Murders

2008

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Proof

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.
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6.3
Proof
Antonia's Line

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.
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7.0
Antonia%27s+Line
Antonia's Line

1995

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Cube

A group of strangers find themselves trapped in a maze-like prison. It soon becomes clear that each of them possesses the peculiar skills necessary to escape, if they don't wind up dead first.
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6.8
Cube
Cube 2: Hypercube

Eight strangers awaken with no memory, in a puzzling cube-shaped room where the laws of physics do not always apply.
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5.5
Cube+2%3A+Hypercube
Cube 2: Hypercube

2002

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Cube Zero

A young programmer whose job is to watch over the reality-warping Cube defies orders to rescue an innocent mother trapped in one of its rooms.
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5.7
Cube+Zero
A Beautiful Mind

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.
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7.9
A+Beautiful+Mind
A Beautiful Mind

2001

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Pi

A mathematical genius discovers a link between numbers and reality, and thus believes he can predict the future.
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7.1
Pi
Good Will Hunting

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.
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8.2
Good+Will+Hunting
Good Will Hunting

1997

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Northern Lights

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.
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7.0
Northern+Lights
Northern Lights

2016

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Fermat's Room

Four mathematicians are imprisoned in a shrinking room; with the walls closing in, they must try anything to escape this fatal puzzle.
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6.6
Fermat%27s+Room
Fermat's Room

2007

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UFO

A college student, who sees a UFO, uses his exceptional math skills to investigate the sighting with his friends while the FBI follows closely behind.
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6.9
UFO