e/Integer sequence

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has glosseng: Consecutive integers are integers that follow each other in order. They have a difference of 1 between every two numbers. In a set of consecutive integers, the mean and the median are equal .
has glosseng: In mathematics, an integer sequence is a sequence (i.e., an ordered list) of integers.
lexicalizationeng: consecutive integer
lexicalizationeng: Integer sequences
lexicalizationeng: integer sequence
subclass of(noun) serial arrangement in which things follow in logical order or a recurrent pattern; "the sequence of names was alphabetical"; "he invented a technique to determine the sequence of base pairs in DNA"
sequence
Note: 88 other instance(s) ommited in the following list
has instancee/Achilles number
has instancee/Audioactive decay
has instancee/Ban number
has instancee/Bell number
has instancee/Blum integer
has instancee/Carol number
has instancee/Catalan number
has instancee/Elliptic divisibility sequence
has instancee/Fibonacci word
has instancee/Friendly number
has instancee/Generalizations of Fibonacci numbers#Tribonacci numbers
has instancee/Genocchi number
has instancee/Harmonic divisor number
has instancee/Hermite number
has instancee/Highly composite number
has instancee/Highly totient number
has instancee/Lehmar number
has instancee/Lehmer number
has instancee/Lucas sequence
has instancee/Lucky number
has instancee/Mersenne Number
has instancee/Mian-Chowla sequence
has instancee/Narcissistic number
has instancee/Padovan sequence
has instancee/Primitive semiperfect number
has instancee/Proth number
has instancee/Rough number
has instancee/Schroeder number
has instancee/Semiperfect number
has instancee/Singly and doubly even
has instancee/Sphenic number
has instancee/Sum-free sequence
has instancee/Thabit number
has instancee/Unitary perfect number
has instancee/Weird number
has instancee/fr/Nombre en division harmonique
has instancee/ja/タンジェント数
has instancee/ja/単数
has instancee/ru/Числа Цукермана
has instancee/zh/EKG數列
Meaning
Arabic
lexicalizationara: سلاسل عددية
Bengali
lexicalizationben: পূর্ণ সংখ্যার ধারা
Bosnian
has glossbos: U matematici, cijelobrojni niz je niz cijelih brojeva.
lexicalizationbos: Cijelobrojni nizovi
lexicalizationbos: cijelobrojni niz
Bulgarian
lexicalizationbul: Числови редици
Danish
lexicalizationdan: Heltalsfølger
Esperanto
lexicalizationepo: Entjeraj vicoj
French
has glossfra: En mathématiques, une suite dentiers peut être précisée explicitement en donnant une formule pour ses n-ièmes termes, ou implicitement en donnant une relation entre ses termes. Par exemple, la suite 0, 1, 1, 2, 3, 5, 8, 13, ... (la suite de Fibonacci) est formée en commençant avec 0 et 1, puis en additionnant deux termes consécutifs pour obtenir le suivant : cest une définition implicite. La suite 0, 3, 8, 15, ... est formée en se basant sur la formule n^2-1\, pour le n-ième terme : c'est une définition explicite.
lexicalizationfra: Suite d'entiers
Hebrew
lexicalizationheb: סדרות של שלמים
Hungarian
lexicalizationhun: Nevezetes számsorozatok
Italian
has glossita: In matematica, una successione di interi viene definita come una funzione dallinsieme dei numeri naturali \,\mathbbN}\, oppure dallinsieme degli interi positivi \,\mathbbN}_+\, nell'insieme dei numeri interi \,\mathbbZ}\, . Il termine quindi si riferisce a due insiemi diversi, che si possono denotare risp. \,\\mathbbN} \rightarrow \mathbbZ}\}\, e \,\\mathbbN}_+ \rightarrow \mathbbZ}\}\,.
lexicalizationita: Successione di interi
lexicalizationita: Successioni di interi
Japanese
lexicalizationjpn: 整数の類
Korean
lexicalizationkor: 정수열
Macedonian
lexicalizationmkd: Целобројни низи
Portuguese
has glosspor: Na matemática, uma seqüência ou sucessão de inteiros é uma seqüência (i.e. uma lista ordenada) de números inteiros. São exemplos de seqüência de números inteiros: *A seqüência dos números naturais: :1,2,3,4,5,6,7\ldots\,
lexicalizationpor: Sequência de inteiros
lexicalizationpor: Seqüência de inteiros
Russian
lexicalizationrus: Целочисленные последовательности
Slovak
lexicalizationslk: Postupnosti čísel
Slovenian
has glossslv: Celoštevílsko zaporédje je v matematiki zaporedje, katerega členi so cela števila. Celoštevilsko zaporedje lahko navedemo eksplicitno, da podamo enačbo za n-ti člen, ali implicitno z zvezo med členi zaporedja. Zaporedje 0, 1, 1, 2, 3, 5, 8, 13, ... (Fibonaccijevo zaporedje) tvorimo tako, da začnemo s številoma 0 in 1, naslednje člene pa dobimo, če seštevamo dva predhodna člena med seboj. Zaporedje 0, 3, 8, 15, 24, 35, 48, 63, ... tvorimo po enačbi n2 − 1 za n-ti člen.
lexicalizationslv: Celoštevilsko zaporedje
Turkish
lexicalizationtur: Tamsayı dizileri
Ukrainian
lexicalizationukr: Цілочисельні послідовності
Chinese
lexicalizationzho: 整数数列

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