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elementary algorithm

  • 1 алгоритм

    algorithm, device, procedure, scheme, strategy, technique
    * * *
    алгори́тм м.
    algorithm
    конструи́ровать алгори́тм — synthesize an algorithm
    по ( такому-то) [m2]алгори́тму — by a (so and so) program [algorithm]
    распи́сывать алгори́тм в … (напр. команды) — break down an algorithm in … (e. g., commands)

    (с)формулировать алгори́тм — develop an algorithm
    алгори́тм выполне́ния — execution [performance] algorithm
    вычисли́тельный алгори́тм — computational algorithm
    декоди́рующий алгори́тм — decoding algorithm
    алгори́тм деле́ния Эвкли́да — Euclidean division algorithm
    детермини́рованный алгори́тм — deterministic algorithm
    алгори́тм Ква́йна — Quine algorithm
    логи́ческий алгори́тм — logical algorithm
    лока́льный алгори́тм — local algorithm
    алгори́тм Мак-Кла́ски — McCluskey algorithm
    норма́льный алгори́тм — normal algorithm
    обобщё́нный алгори́тм — generalized algorithm
    алгори́тм обуче́ния распознава́ния — pattern-recognition algorithm
    алгори́тм перево́да
    1. ( до ввода в машину) translation algorithm
    2. ( в ходе работы программы) interpretation algorithm
    после́довательный алгори́тм — sequential algorithm
    алгори́тм По́ста — Post algorithm
    по́стовский алгори́тм см. алгоритм Поста
    алгори́тм приведе́ния — reduction algorithm
    алгори́тм распределе́ния — scheduling algorithm
    рекурси́вный алгори́тм — recursive algorithm
    самоизменя́ющийся алгори́тм — self-adaptive algorithm
    алгори́тм сложе́ния — addition algorithm
    алгори́тм с непо́лной па́мятью — partial-memory algorithm
    алгори́тм составле́ния гра́фика или расписа́ния — scheduling algorithm
    алгори́тм с по́лной па́мятью — full-memory algorithm
    табли́чный алгори́тм — table algorithm
    алгори́тм трансля́ции — compilation [translation] algorithm
    алгори́тм Тью́ринга — Turing algorithm
    универса́льный алгори́тм — universal algorithm
    алгори́тм управле́ния — control algorithm
    алгори́тм управля́ющего устро́йства — controller algorithm
    челно́чный алгори́тм — shuttle algorithm
    алгори́тм чи́сленного ана́лиза — numerical analysis algorithm
    алгори́тм Эвкли́да — Euclidean algorithm
    эквивале́нтные алгори́тмы — equivalent algorithms
    элемента́рный алгори́тм — elementary algorithm

    Русско-английский политехнический словарь > алгоритм

  • 2 элементарный алгоритм

    elementary algorithm, primary algorithm

    Русско-английский исловарь по машиностроению и автоматизации производства > элементарный алгоритм

  • 3 элементарный алгоритм

    1) Information technology: primary algorithm
    2) Automation: elementary algorithm

    Универсальный русско-английский словарь > элементарный алгоритм

  • 4 Отсутствие артиклей перед существительными, которые снабжены ссылками

    It follows from Theorem 1 that $x=1$
    Section 2 of this paper gives (contains) a concise presentation of the notation to be used below
    Property 1 is called (known as) the triangle inequality
    This assertion (statement, proposition) has been proved in part 1 (part (a)) of the (our) proof
    Algorithm 1 (с большой буквы) defines elementary permutations and elementary triangle matrices of index 2
    Equation (1) ((the) inequality (1)) can thus be written in the (артикль обязателен) form (2)
    In the language of our notation, algorithm (1) (с маленькой буквы) is a stable way of computing the inner product
    The only place where the algorithm can break down is in statement 3 (in Statement 3)
    We combine Exercises 1 and 2 to construct an algorithm for finding an approximate eigenvector
    This case is illustrated in (но не on) Figure 1
    The asymptotic formula (1) was proved in Example 1
    Corollary 1 can be used to estimate the error in the inverse of a perturbed matrix
    By property 1 (by Theorem 1), this function is positive except at the zero vector
    A less trivial example is given in Appendix 3
    Step 1 in Example 1 and steps 2 and 3 in Example 2
    The idea of a norm will be introduced in Chapter 4
    Now from statements 2 and 3 of (1), we have...
    All the drivers for solving linear systems are listed in Table 1 (are illustrated in Figure 1)
    If Algorithm 1 in four-digit arithmetic is applied to refine $x$, then we obtain...
    Assertion (ii) is nothing but the statement that one natural way of extending these ideas to $R^n$ is to generalize formula (1) to obtain a Euclidean length of a vector
    By property 1, this function is positive except at the zero vector
    We have seen on page 3 that set of matrices is a vector space which is essentially identical with...
    Equation (1) effectively gives an algorithm for using the output of Algorithm 1 to solve...

    Русско-английский словарь по прикладной математике и механике > Отсутствие артиклей перед существительными, которые снабжены ссылками

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