Joseph Fourier: Difference between revisions
Jump to navigation
Jump to search
imported>Pat Palmer (comment on his importance in computer science) |
imported>Pat Palmer (expansion of CAT) |
||
| Line 1: | Line 1: | ||
{{subpages}} | {{subpages}} | ||
'''Jean Baptiste Joseph Fourier''' (1768-1830) was a French mathematician and physicist. He is credited with describing the [[Fourier series]] based on which the [[Fourier transform]] has been formed. He is also generally credited with the discovery of the [[greenhouse effect]]. While Fourier's work was entirely theoretical and without practical consequences during his lifetime, today his mathematical creations are extremely important in a wide range of computer-based technologies, ranging from reconstruction of graphical representations from nuclear | '''Jean Baptiste Joseph Fourier''' (1768-1830) was a French mathematician and physicist. He is credited with describing the [[Fourier series]] based on which the [[Fourier transform]] has been formed. He is also generally credited with the discovery of the [[greenhouse effect]]. While Fourier's work was entirely theoretical and without practical consequences during his lifetime, today his mathematical creations are extremely important in a wide range of computer-based technologies, ranging from reconstruction of graphical representations from nuclear emissions in [[computer-aided tomography]] (CAT scans), to the compression algorithm for images such as .jpg. | ||
==Life== | ==Life== | ||
He was born on March 21, 1768, and passed away on May 16, 1830. | He was born on March 21, 1768, and passed away on May 16, 1830. | ||
Revision as of 12:29, 5 July 2008
Jean Baptiste Joseph Fourier (1768-1830) was a French mathematician and physicist. He is credited with describing the Fourier series based on which the Fourier transform has been formed. He is also generally credited with the discovery of the greenhouse effect. While Fourier's work was entirely theoretical and without practical consequences during his lifetime, today his mathematical creations are extremely important in a wide range of computer-based technologies, ranging from reconstruction of graphical representations from nuclear emissions in computer-aided tomography (CAT scans), to the compression algorithm for images such as .jpg.
Life
He was born on March 21, 1768, and passed away on May 16, 1830.