6,956 results for given

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Yahya (name) - Wikipedia

Yahya (Arabic: يحيى, romanized: Yaḥyā), also spelled Yehia, is an Arabic male given name. In the Qur'an, Yahya also appears as the Arabic equivalent of the given name of the prophet John the Baptist in Islam.

github.com/EladioDeveloper/ReorderLinkedList

EladioDeveloper/ReorderLinkedList

Given a singly linked list: A0→A1→…→An-1→An, reorder it to: A0→An→A1→An-1→A2→An-2→… For example: Given 1->2->3->4->5 its reorder is 1->5->2->4->3. Dada una lista enlazada simple A0->A1->A2->...->An-1->An, reordenar la lista hacia A0->An->A1->An-1->A2->An-2...…

en.wikipedia.org/wiki/Hugh

Hugh - Wikipedia

Hugh is the English-language variant of the masculine given name Hugues, itself the Old French variant of Hugo, a short form of Continental Germanic given

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Hugh - Wikipedia

Hugh is the English-language variant of the masculine given name Hugues, itself the Old French variant of Hugo, a short form of Continental Germanic given names beginning in the element * hug- "mind, …

en.wikipedia.org/wiki/%C4%92riks

Ēriks - Wikipedia

Ēriks is a Latvian masculine given name, which is the cognate of the given name Eric, meaning "eternal ruler". The name may refer to: Ēriks Ešenvalds

arxiv.org/abs/1601.01789v1

Perverse sheaves and graphs on surfaces

We give an explicit combinatorial description of the category Perv(S,N) of perverse sheaves on an oriented surface S (with boundary) with singularities at a given finite set N. The description is given in terms of any spanning graph K in S with the s...

en.wikipedia.org/wiki/Jane

Jane - Wikipedia

Look up Jane or jane in Wiktionary, the free dictionary. Jane may refer to: Jane (given name), a feminine given name including list of persons and characters

arxiv.org/abs/1910.00062v1

Tutorial on Implied Posterior Probability for SVMs

Implied posterior probability of a given model (say, Support Vector Machines (SVM)) at a point $\bf{x}$ is an estimate of the class posterior probability pertaining to the class of functions of the model applied to a given dataset. It can be regarded...

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Hydraulic Jump in Culverts - Texas Department of Transportation

For a given discharge and given energy and momentum, there exist two possible depths, one less than critical depth (supercritical flow) a sequent (or conjugate) depth greater than critical depth (subcritical …

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SPY: State Street® SPDR® S&P 500® ETF Trust - SSGA

2 days ago · (Also known as Mid Price) The price between the best price of the sellers for a trading unit of a given security and the best price of the buyer of a trading unit of a given security.

en.wikipedia.org/wiki/Alix_%28given_name%29

Alix (given name) - Wikipedia

Alix is a unisex given name. Notable people with the name include: Alix of France (circa 1151-1197), French princess Alix, Duchess of Brittany (1201–1221)

arxiv.org/abs/1208.2724v5

Caching with rental cost and zapping

The \emph{file caching} problem is defined as follows. Given a cache of size $k$ (a positive integer), the goal is to minimize the total retrieval cost for the given sequence of requests to files. A file $f$ has size $size(f)$ (a positive integer) an...

en.wikipedia.org/wiki/Agatha

Agatha - Wikipedia

Agatha may refer to: Agatha (film), a 1979 film about Agatha Christie Agatha (given name), a feminine given name Agatha, Alberta, a locality in Canada

en.wikipedia.org/wiki/Valentina

Valentina - Wikipedia

Look up Valentina in Wiktionary, the free dictionary. Valentina may refer to: Valentina (given name), a female given name (includes a list of people with

en.wikipedia.org/wiki/Erika_%28given_name%29

Erika (given name) - Wikipedia

The given name Erika is a female name with multiple meanings of Classical Latin, Old Norse, and Japanese origin. Erika and the variants Erica, Ericka

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Marcel (given name) - Wikipedia

Marcel (French: [maʁsɛl], Occitan: [maɾˈsɛl], Catalan: [məɾˈsɛl, maɾˈsɛl], Romanian: [marˈtʃel]) is an Occitan form of the Ancient Roman origin male given name Marcellus, which in Latin means …

arxiv.org/abs/1302.5635v2

Greedy is as Good as Delaunay (Almost)

Let S be a planar point set. Krznaric and Levcopoulos proved that given the Delaunay triangulation DT(S) for S, one can find the greedy triangulation GT(S) in linear time. We provide a (partial) converse of this result: given GT(S), it is possible to...