Morris Iemma (spelled with a capital i), Australian politician
As a child acquires their vocabulary, two separate aspects of the mental lexicon develop named the Lexeme and the Lemma.
lemma | lemma (mathematics) | König's lemma | Zorn's lemma | the lemma that is not Burnside's | Schur's lemma | Lemma | Johnson–Lindenstrauss lemma | Hotelling's lemma | Fundamental lemma of calculus of variations |
Consequently, this lemma is sometimes referred to as the lemma that is not Burnside's.
After returning to Sweden in 2000, Lemma recorded the soundtrack to Josef Fares' movie Jalla! Jalla! (which in turn rendered Lemma a Grammis nomination for best song, the romantic "If I Used to Love You").
In mathematics, the Johnson–Lindenstrauss lemma is a result named after William B. Johnson and Joram Lindenstrauss concerning low-distortion embeddings of points from high-dimensional into low-dimensional Euclidean space.
König's lemma (also known as König's infinity lemma), named after Dénes Kőnig
The leftover hash lemma is a lemma in cryptography first stated by Russell Impagliazzo, Leonid Levin, and Michael Luby.
The following lemma is usually known as Liouville's theorem (on diophantine approximation), there being several results known as Liouville's theorem.
In mathematics, Oka's lemma, proved by Kiyoshi Oka, states that in a domain of holomorphy in Cn, the function –log d(z) is plurisubharmonic, where d is the distance to the boundary.
His lemma defines a sufficient condition to guarantee that a function vanishes almost everywhere.
For as much as we know of this lost treatise we are indebted to the Collection of Pappus of Alexandria, who mentions it along with other geometrical treatises, and gives a number of lemmas necessary for understanding it.
In mathematics, especially in the area of algebra known as module theory, Schanuel's lemma, named after Stephen Schanuel, allows one to compare how far modules depart from being projective.
Alemayehu Eshete and Slim Jones were the main vocalists of the group and together with Tesfaye Lemma of Orchestra Ethiopia, they travelled to various parts of Ethiopia.
The lemma is named after Ronald Shephard who gave a proof using the distance formula in his book Theory of Cost and Production Functions (Princeton University Press, 1953).
By lemma 2 in Ermentrout and Kopell 1986, "There exists a change of coordinates... and a constant, c, such that in new coordinates, the two equations above converge pointwise as to the equations
In mathematics, the Vitali covering lemma is a combinatorial and geometric result commonly used in measure theory of Euclidean spaces.
In mathematical analysis, the Whitney covering lemma asserts the existence of a certain type of partition of an open set in a Euclidean space.