Tomography
Tomography is the study of the reconstruction of 2- and 3-dimensional objects from 1-dimensional slices. TheRadon Transform is an important tool in tomography.
Rather surprisingly, there exist certain sets of four directions in Euclidean 
-space such that X-rays of a convex bodyin these directions distinguish it from all other convex bodies.
References
Gardner, R. J. ``Geometric Tomography.'' Not. Amer. Math. Soc. 42, 422-429, 1995. Gardner, R. J. Geometric Tomography. New York: Cambridge University Press, 1995.
Tomography
- Lie Group
- Lie Groupoid
- Lie Product
- Lie-Type Group
- Life
- Life Expectancy
- Lift
- Lifting Problem
- Ligancy
- Likelihood
- Likelihood Ratio
- Limaçon
- Limaçon Evolute
- Limaçon of Pascal
- Limit
- Limit Comparison Test
- Limit Cycle
- Limit Point
- Lindeberg Condition
- Lindeberg-Feller Central Limit Theorem
- Lindelof's Theorem
- Lindemann-Weierstraß Theorem
- Lindenmayer System
- Line
- Linear Algebra