Definition of LTIME. Meaning of LTIME. Synonyms of LTIME
Here you will find one or more explanations in English for the word LTIME.
Also in the bottom left of the page several parts of wikipedia pages related to the word LTIME and, of course, LTIME synonyms and on the right images related to the word LTIME.
Definition of LTIME
No result for LTIME. Showing similar results...
Altimeter Altimeter Al*tim"e*ter, n. [LL. altimeter; altus high +
metrum, Gr. ?, measure: cf. F. altim[`e]tre.]
An instrument for taking altitudes, as a quadrant, sextant,
etc. --Knight.
Mealtime Mealtime Meal"time`, n.
The usual time of eating a meal.
Ultime Ultime Ul"time, a.
Ultimate; final. [Obs.] --Bacon.
- Duration TIME – (implementer specific). Literals in the form of T#5m90s15ms LTIME – (8 byte). Literalsextend to nanoseconds in the form of T#5m90s15ms542us15ns... - greatcircles p****ing through the poles, and along ℓ-m circles of equal latitude. The functionchanges sign each ℓtime it crosses one of these lines.... - HTML 5.0 ISOamsbdivisiontimes ⋈ ⋈ U+22C8 HTML 5.0 ISOamsrbowtie ⋉ ⋉ U+22C9 HTML 5.0 ISOamsb left normalfactorsemidirectproduct (left times)... - joiningsimilar to the natural join and written as R ⋉ S {\displaystyle R\ltimes S} where R {\displaystyle R} and S {\displaystyle S} are relations. The... - = N ⋊ H {\displaystyle G=N\rtimes H} or G = H ⋉ N , {\displaystyle G=H\ltimes N,} or that G splits over N; one also says that G is a semidirect product... - attendtheseclasses for up to a maximum of four semesters or until such ltime as they are re****essed as havingreached an "inadequate" knowledge of the... - {\displaystyle n>1} . q : S U ( n ) ⋉ R → U ( n ) {\displaystyle q:\mathrm {SU} (n)\ltimes \mathbb {R} \to U(n)} with q ( A , t ) = [ exp ( 2 π i t ) 0 0 I n − 1... - G = N ⋊ H {\displaystyle G=N\rtimes H} and G = H ⋉ N {\displaystyle G=H\ltimes N} mean that G is the semidirectproduct of N and H, that is, that every... - = SO ( n ) ⋉ T ( n ) . {\displaystyle {\text{E}}^{+}(n)={\text{SO}}(n)\ltimes {\text{T}}(n).} Types of subgroups of E(n): Finite groups. They always have... - / i ⋉ i {\displaystyle {\mathfrak {g}}={\mathfrak {g}}/{\mathfrak {i}}\ltimes {\mathfrak {i}}} . See also semidirect sum of Lie algebras. For an algebra...