

The Kepler Mission
The Mission

(from http://kepler.nasa.gov)
In addition to the main mission objective of planet detection, the Kepler Mission also produces a wealth of unequaled other astrophysical information. The scientific data Kepler collects is made available to the public, and allows for new studies in cosmology, astroseismology and other related disciplines.
Kepler uses Transit Detection to detect planets: when a planet passes between the star it is orbiting and the camera aboard the Kepler Spacecraft, it obscures a fraction of that star. Each star covers only 10-20 pixels on the CCD camera, so it is not possible to directly see any planet or its shadow. Instead, transit detection tries to measure the resulting dips in apparent brightness of the star. The magnitude of the dip is proportional to the size of the planet relative to the star, which means that minuscule brightness fluctuations of 1/10,000 have to be detected (the earth being about 1/100 the diameter of the sun). When considering the range for the habitable zone, and the stellar variability many stars exhibit, the required precision surmounts to 20 ppm (parts per million).
The Challenge
This precision requirement demands a completely unprecedented photometric precision. It is the equivalent of trying to detect a tiny flea passing across a car headlight from many miles away. To make things worse, the light curves of the stars are not quiet and flat lines, but they are often seemingly chaotic signals polluted with noise and complicated systematic errors from electronic effects (drift of the CCD sensitivity, interference with the electronics aboard the spacecraft, etc) as well as astrophysical noise like the light of other stars in proximity to the target star.
And this is where my job starts. At NASA Ames Research Center, we are developing the signal processing algorithms to process Kepler lightcurves and detect the minuscule planet transit signals. My particular responsibility is the development and implementation of algorithms to identify and correct the systematic errors in the lightcurves, while preserving the underlying astrophysical signals. This challenging endeavor requires sophisticated statistical analysis methods and state of the machine learning techniques.