Hermite-Lindemann Theorem
The expression
in which the Coefficients
differ from zero and in which the exponents 
are Algebraic Numbers differing from each other, cannot equal zero.See also Algebraic Number, Constant Problem, Integer Relation, Lindemann-WeierstraßTheorem
References
Dörrie, H. ``The Hermite-Lindemann Transcendence Theorem.'' §26 in 100 Great Problems of Elementary Mathematics: Their History and Solutions. New York: Dover, pp. 128-137, 1965.
- Dodecagram
- Dodecahedral Conjecture
- Dodecahedral Graph
- Dodecahedral Space
- Dodecahedron
- Dodecahedron 2-Compound
- Dodecahedron-Icosahedron Compound
- Dodecahedron Stellations
- Domain
- Domain Invariance Theorem
- Dome
- Dominance
- Domino
- Domino Problem
- Donaldson Invariants
- Donkin's Theorem
- Donut
- Doob's Theorem
- Dot
- Dot Product
- Variate
- Variation
- Variation Coefficient
- Variation of Argument
- Variation of Parameters