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1 arithmetical mean value
English-Russian scientific dictionary > arithmetical mean value
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2 value
1) величина; значение; показатель2) ценность; стоимость3) нормировать4) цена || ценить; оценивать5) расценивать6) ценностный•equal in absolute value — мат. равный по модулю
spread in values — мат. разброс значений
- arithmetical mean value - average absolute value - average overall subsampling value - deficien value - high heating value - highly significant value - left invariant mean value - most probable value - nontrivial absolute value - optimum valueto possess [to take on] value — мат. принимать значение
- pH value- preset value - tabular value -
3 среднеарифметическое
Русско-английский научно-технический словарь Масловского > среднеарифметическое
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4 значение
( расчетного параметра) level, ( величины) magnitude, sense* * *значе́ние с.1. ( размер величины) value, magnitudeвычисля́ть значе́ние — compute [calculate] a valueзадава́ть значе́ние — pre-assign [preset, prescribe, predetermine, specify] a valueнормирова́ть значе́ние — normalize a valueожида́ть значе́ние — expect a valueопределя́ть [оце́нивать] значе́ние — estimate a valueпринима́ть значе́ние1. (в расчётах, проектах) adopt [specify] a value2. (о какой-л. величине) take (on) [assume] a valueуточня́ть значе́ние — ( определять окончательное значение) finalize a value; ( проверять) verify a value2. ( важность) significance3. (смысл, содержание) meaning, senseабсолю́тное значе́ние — absolute value, magnitudeамплиту́дное значе́ние — peak [crest] valueасимптоти́ческое значе́ние — asymptotic valueбифуркацио́нное значе́ние — bifurcational valueвиртуа́льное значе́ние — virtual valueгла́вное значе́ние — principal valueграни́чное значе́ние — boundary valueдвоя́кое значе́ние — bifurcational valueдействи́тельное значе́ние — actual [real] valueде́йствующее значе́ние — effective [root-mean-square, rms] valueдопусти́мое значе́ние — legitimate [admissible, allowed, allowable] valueеди́нственное значе́ние — unique valueзапрещё́нное значе́ние — forbidden [unpermitted] valueи́стинное значе́ние — стат., мат. ideal value; ( в логике) truth valueзначе́ние и́стинности — truth valueконе́чное значе́ние — finite valueмаксима́льное значе́ние1. maximum value2. эл. peak valueмгнове́нное значе́ние — instantaneous valueнача́льное значе́ние — initial valueненулево́е значе́ние — non-zero valueнулево́е значе́ние — zero valueоконча́тельное значе́ние — final valueпредвари́тельное значе́ние — tentative valueпреде́льное значе́ние — limiting valueпроизво́льное значе́ние — arbitrary valueравнове́сное значе́ние — equilibrium valueразрешё́нное значе́ние — allowed [permitted] valueразря́дное значе́ние — place valueсо́бственное значе́ние — characteristic [proper] value, eigenvalue; ( матрицы) latent rootсредневзве́шенное значе́ние — weighted mean valueсре́днее значе́ние — mean, mean [average] valueсре́днее значе́ние по всем состоя́ниям — value averaged over all statesсре́днее арифмети́ческое значе́ние — arithmetical average, arithmetical meanсре́днее геометри́ческое значе́ние — geometrical meanсреднеквадрати́чное значе́ние — root-mean-square [effective, rms] valueстациона́рное значе́ние — steady-state [stationary] valueустанови́вшееся значе́ние — steady-state [stationary] valueуточнё́нное значе́ние ( в методе последовательных приближений) — improved valueхаракте́рное значе́ние — representative valueцелочи́сленное значе́ние — integral valueча́стное значе́ние — particular [special] valueчи́сленное значе́ние — numerical valueнаходи́ть чи́сленное значе́ние алгебраи́ческого выраже́ния — evaluate an (algebraic) expressionзначе́ние шкалы́, коне́чное — full scare valueэффекти́вное значе́ние — effective [root-mean-square, rms] value -
5 theorem
- analytical hierarchy theorem - arithmetical hierarchy theorem - closed range theorem - formally provable theorem - implicit function theorem - initial value theorem - integral representation theorem - local limit theorem - maximal ergodic theorem - mean value theorem - normal form theorem - ratio limit theorem - rational root theorem - second mean value theorem - theorem of consistency proofs - theorem of corresponding states - three line theorem - three series theorem - uniform convergence theorem - uniform ergodic theorem - uniform mean value theoremtheorem implies — из теоремы следует, что…
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6 максимальное значение
1. maximum value2. эл. peak valueРусско-английский большой базовый словарь > максимальное значение
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7 keskiarvo
yks.nom. keskiarvo; yks.gen. keskiarvon; yks.part. keskiarvoa; yks.ill. keskiarvoon; mon.gen. keskiarvojen; mon.part. keskiarvoja; mon.ill. keskiarvoihinaverage (noun)average grade (noun)average value (noun)mean (noun)mean value (noun)* * *• mean valuemathematics• median numbermathematics• meanmathematics• arithmetical mean• average value• averagemathematics• mean average grade -
8 middeltall
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9 среднее арифметическое значение
1) Engineering: arithmetical average, arithmetical mean2) Management: arithmetic mean3) Quality control: arithmetic mean valueУниверсальный русско-английский словарь > среднее арифметическое значение
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10 function
1) функция, действие || функционировать; действовать- essential functions - routine function - safety-related functions2) функциональное назначение; роль- circuit function - intrinsic function - metering function - primary function - robot function - planning function - service function - support function4) функциональный узел ( машины)5) матем. функциональная зависимость, функция- absolutely additive function - absolutely bounded function - absolutely continuous function - absolutely integrable function - absolutely monotone function - absolutely summable function - absolutely symmetric function - almost complex function - almost continuous function - almost convex function - almost everywhere defined function - almost everywhere finite function - almost invariant function - almost periodic function - almost recursive function - almost separably-valued function - almost separating function - almost universal function - analytically independent function - analytically representable function - approximately differentiable function - asymptotically differentiable function - asymptotically finite function - asymptotically uniformly optimal function - bounded below function - cellwise continuous function - circumferentially mean p-valent function - comparison function - complementary error function - complete analytic function - completely additive function - completely computable function - completely monotone function - completely multiplicative function - completely productive function - completely subadditive function - completely symmetrical function - completely undefined function - complex hyperbolic function - conditional risk function - countably multiplicative function - countably valued function - covariant function - cumulative distribution function - cumulative frequency function - deficiency function - double limit function - doubly periodic function - doubly recursive function - effectively computable function - effectively constant function - effectively decidable function - effectively variable function - elementarily symmetric function - entire function of maximum type - entire function of mean type - entire function of potential type - entire function of zero type - entire rational function - essentially increasing function - essentially integrable function - essentially real function - essentially smooth function - everywhere differentiable function - everywhere smooth function - expansible function - explicitly definable function - exponentially convex function - exponentially decreasing function - exponentially increasing function - exponentially multiplicative function - exponentially vanishing function - finitely mean valent function - finitely measurable function - function of appropriate behavior - function of bounded characteristic - function of bounded type - function of bounded variation - function of complex variable - function of exponential type - function of finite genus - function of finite variation - function of fractional order - function of infinite type - function of integral order - function of maximal type - function of minimal type - function of mixed variables - function of normal type - function of number theory - function of one variable - function of rapid descent - function of rapid growth - function of real variable - general universal function - geometric carrier function - implicitly definable function - incomplete dibeta function - incomplete gamma function - incomplete tribeta function - incompletely defined function - inductively defined function - inductively integrable function - infinitely divisible function - infinitely many-valued function - integral logarithmic function - inverse trigonometric function - inverted beta function - iterative function - joint correlation function - joint density function - linearly separable function - locally bounded function - locally constant function - locally holomorphic function - locally homogeneous function - locally integrable function - locally negligible function - locally regular function - locally summable function - logarithmic generating function - logarithmic integral function - logarithmically infinite function - logarithmically plurisubharmonic function - logarithmically subharmonic function - lower semicontinuous function - monotone non-decreasing function - monotone non-increasing function - multiply periodic function - multiply recursive function - negative definite function - negative infinite function - nontangentially bounded function - normalized function - normed function - nowhere continuous function - nowhere differentiable function - nowhere monotonic function - n-times differentiable function - n-tuply periodic function - numeralwise expressible function - numeralwise representable function - numerical function - numerically valued function - oblate spheroidal function - operating characteristic function - optimal policy function - parametrically definable function - partially symmetric function - piecewise constant function - piecewise continuously differentiable function - piecewise linear function - piecewise monotonic function - piecewise polynomial function - piecewise quadratic function - piecewise regular function - piecewise smooth function - pointwise approximated function - positive homogeneous function - positive infinite function - positive monotone function - positive monotonic function - positive semidefinite function - potentially calculable function - potentially recursive function - power series function - probability generating function - quadratically summable function - rapidly damped function - rapidly decreasing function - rapidly oscillatory function - recursively continuous function - recursively convergent function - recursively defined function - recursively differentiable function - recursively divergent function - recursively extensible function - relative distribution function - relative frequency function - representing function - reproducing kernel function - residual function - residue function - scalarwise integrable function - scalarwise measurable function - sectionally smooth function - simply periodic function - singly recursive function - slowly increasing function - slowly oscillating function - slowly varying function - smoothly varying function - solid spherical harmonic function - solid zonal harmonic function - steadily increasing function - stopped random function - strictly convex function - strictly decreasing function - strictly increasing function - strictly integrable function - strictly monotone function - strongly differentiable function - strongly holomorphic function - strongly integrable function - strongly measurable function - strongly plurisubharmonic function - totally additive function - totally continuous function - totally measurable function - totally multiplicative function - totally positive function - triangular function - uniformly best decision function - uniformly bounded function - uniformly definable function - uniformly differentiable function - uniformly homotopic function - uniformly integrable function - uniformly limited function - uniformly measurable function - uniformly smooth function - unit step function - unitary divisor function - upper measurable function - upper semicontinuous function - weakly analytic function - weakly continuous function - weakly differentiable function - weakly holomorphic function - weakly measurable function - weakly singular function - weighted random functiondomain of a function — область определения функции, область изменения независимой переменной
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11 значение
1) value, magnitude ( размер величины)3) meaning, sense (смысл, содержание)вычислять значение — compute a value, calculate a value
действительное значение — actual value, real value
допустимое значение — allowed value, admissible value, legitimate value
единственное значение — unique value, sole value, the only value, single value
задавать значение — pre-assign a value, preset a value, prescribe a value, predetermine a value, specify a value
среднее значение — mean value, average value
Русско-английский словарь терминов по микробиологии > значение
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12 law
1) закон3) правило4) принцип•under the law — по закону, согласно закону, в соответствии с законом
- Biot law- converse law of double negation- cube law- distributive law of disjunction over conjunction - double law of the mean - fifth power law - first distributive law - first law of mean- gas law- idempotency law - infinitely decomposable law - infinitely divisible law - inverse sine law - inverse square law - law of addition of probability - law of alteration of quantifiers - law of associativity of disjunction - law of comparative judgment - law of constant angles - law of double complementation - law of equal significance - law of mass action - law of random function - law of random vector - law of requisite variety - law of right invertibility - law of statistical regularity - law of universal causation - law of universal gravitation - Newton's first law of motion - Newton's law of gravitation - Newton's second law of motion - Newton's third law of motion - normal law of composition - normal law of errors - one-sided modular law - probabilistic law - probability law - product law of probability - quadratic reciprocity law - second law of mean - second order law - similitude law- time law- weak law -
13 Computers
The brain has been compared to a digital computer because the neuron, like a switch or valve, either does or does not complete a circuit. But at that point the similarity ends. The switch in the digital computer is constant in its effect, and its effect is large in proportion to the total output of the machine. The effect produced by the neuron varies with its recovery from [the] refractory phase and with its metabolic state. The number of neurons involved in any action runs into millions so that the influence of any one is negligible.... Any cell in the system can be dispensed with.... The brain is an analogical machine, not digital. Analysis of the integrative activities will probably have to be in statistical terms. (Lashley, quoted in Beach, Hebb, Morgan & Nissen, 1960, p. 539)It is essential to realize that a computer is not a mere "number cruncher," or supercalculating arithmetic machine, although this is how computers are commonly regarded by people having no familiarity with artificial intelligence. Computers do not crunch numbers; they manipulate symbols.... Digital computers originally developed with mathematical problems in mind, are in fact general purpose symbol manipulating machines....The terms "computer" and "computation" are themselves unfortunate, in view of their misleading arithmetical connotations. The definition of artificial intelligence previously cited-"the study of intelligence as computation"-does not imply that intelligence is really counting. Intelligence may be defined as the ability creatively to manipulate symbols, or process information, given the requirements of the task in hand. (Boden, 1981, pp. 15, 16-17)The task is to get computers to explain things to themselves, to ask questions about their experiences so as to cause those explanations to be forthcoming, and to be creative in coming up with explanations that have not been previously available. (Schank, 1986, p. 19)In What Computers Can't Do, written in 1969 (2nd edition, 1972), the main objection to AI was the impossibility of using rules to select only those facts about the real world that were relevant in a given situation. The "Introduction" to the paperback edition of the book, published by Harper & Row in 1979, pointed out further that no one had the slightest idea how to represent the common sense understanding possessed even by a four-year-old. (Dreyfus & Dreyfus, 1986, p. 102)A popular myth says that the invention of the computer diminishes our sense of ourselves, because it shows that rational thought is not special to human beings, but can be carried on by a mere machine. It is a short stop from there to the conclusion that intelligence is mechanical, which many people find to be an affront to all that is most precious and singular about their humanness.In fact, the computer, early in its career, was not an instrument of the philistines, but a humanizing influence. It helped to revive an idea that had fallen into disrepute: the idea that the mind is real, that it has an inner structure and a complex organization, and can be understood in scientific terms. For some three decades, until the 1940s, American psychology had lain in the grip of the ice age of behaviorism, which was antimental through and through. During these years, extreme behaviorists banished the study of thought from their agenda. Mind and consciousness, thinking, imagining, planning, solving problems, were dismissed as worthless for anything except speculation. Only the external aspects of behavior, the surface manifestations, were grist for the scientist's mill, because only they could be observed and measured....It is one of the surprising gifts of the computer in the history of ideas that it played a part in giving back to psychology what it had lost, which was nothing less than the mind itself. In particular, there was a revival of interest in how the mind represents the world internally to itself, by means of knowledge structures such as ideas, symbols, images, and inner narratives, all of which had been consigned to the realm of mysticism. (Campbell, 1989, p. 10)[Our artifacts] only have meaning because we give it to them; their intentionality, like that of smoke signals and writing, is essentially borrowed, hence derivative. To put it bluntly: computers themselves don't mean anything by their tokens (any more than books do)-they only mean what we say they do. Genuine understanding, on the other hand, is intentional "in its own right" and not derivatively from something else. (Haugeland, 1981a, pp. 32-33)he debate over the possibility of computer thought will never be won or lost; it will simply cease to be of interest, like the previous debate over man as a clockwork mechanism. (Bolter, 1984, p. 190)t takes us a long time to emotionally digest a new idea. The computer is too big a step, and too recently made, for us to quickly recover our balance and gauge its potential. It's an enormous accelerator, perhaps the greatest one since the plow, twelve thousand years ago. As an intelligence amplifier, it speeds up everything-including itself-and it continually improves because its heart is information or, more plainly, ideas. We can no more calculate its consequences than Babbage could have foreseen antibiotics, the Pill, or space stations.Further, the effects of those ideas are rapidly compounding, because a computer design is itself just a set of ideas. As we get better at manipulating ideas by building ever better computers, we get better at building even better computers-it's an ever-escalating upward spiral. The early nineteenth century, when the computer's story began, is already so far back that it may as well be the Stone Age. (Rawlins, 1997, p. 19)According to weak AI, the principle value of the computer in the study of the mind is that it gives us a very powerful tool. For example, it enables us to formulate and test hypotheses in a more rigorous and precise fashion than before. But according to strong AI the computer is not merely a tool in the study of the mind; rather the appropriately programmed computer really is a mind in the sense that computers given the right programs can be literally said to understand and have other cognitive states. And according to strong AI, because the programmed computer has cognitive states, the programs are not mere tools that enable us to test psychological explanations; rather, the programs are themselves the explanations. (Searle, 1981b, p. 353)What makes people smarter than machines? They certainly are not quicker or more precise. Yet people are far better at perceiving objects in natural scenes and noting their relations, at understanding language and retrieving contextually appropriate information from memory, at making plans and carrying out contextually appropriate actions, and at a wide range of other natural cognitive tasks. People are also far better at learning to do these things more accurately and fluently through processing experience.What is the basis for these differences? One answer, perhaps the classic one we might expect from artificial intelligence, is "software." If we only had the right computer program, the argument goes, we might be able to capture the fluidity and adaptability of human information processing. Certainly this answer is partially correct. There have been great breakthroughs in our understanding of cognition as a result of the development of expressive high-level computer languages and powerful algorithms. However, we do not think that software is the whole story.In our view, people are smarter than today's computers because the brain employs a basic computational architecture that is more suited to deal with a central aspect of the natural information processing tasks that people are so good at.... hese tasks generally require the simultaneous consideration of many pieces of information or constraints. Each constraint may be imperfectly specified and ambiguous, yet each can play a potentially decisive role in determining the outcome of processing. (McClelland, Rumelhart & Hinton, 1986, pp. 3-4)Historical dictionary of quotations in cognitive science > Computers
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14 арифметическое значение
1) Computers: arithmetic mean2) Engineering: principal value (корня)3) Mathematics: arithmetical value (корня)Универсальный русско-английский словарь > арифметическое значение
См. также в других словарях:
arithmetical mean — Mean Mean, n. 1. That which is mean, or intermediate, between two extremes of place, time, or number; the middle point or place; middle rate or degree; mediocrity; medium; absence of extremes or excess; moderation; measure. [1913 Webster] But to… … The Collaborative International Dictionary of English
Mean — Mean, n. 1. That which is mean, or intermediate, between two extremes of place, time, or number; the middle point or place; middle rate or degree; mediocrity; medium; absence of extremes or excess; moderation; measure. [1913 Webster] But to speak … The Collaborative International Dictionary of English
mean — 1. (ethical) In many ethical systems the right path is presented as one that strikes a happy medium. It strays neither one way nor the other, but represents moderation, harmony, balance, and the avoidance of pitfalls on either side. Aristotle s… … Philosophy dictionary
geometrical mean — Mean Mean, n. 1. That which is mean, or intermediate, between two extremes of place, time, or number; the middle point or place; middle rate or degree; mediocrity; medium; absence of extremes or excess; moderation; measure. [1913 Webster] But to… … The Collaborative International Dictionary of English
harmonic mean — noun the mean of n numbers expressed as the reciprocal of the arithmetic mean of the reciprocals of the numbers • Topics: ↑statistics • Hypernyms: ↑mean, ↑mean value * * * noun 1. : the reciprocal of the arithmetic mean of the reciprocals of two… … Useful english dictionary
Expected value — This article is about the term used in probability theory and statistics. For other uses, see Expected value (disambiguation). In probability theory, the expected value (or expectation, or mathematical expectation, or mean, or the first moment)… … Wikipedia
By all means — Mean Mean, n. 1. That which is mean, or intermediate, between two extremes of place, time, or number; the middle point or place; middle rate or degree; mediocrity; medium; absence of extremes or excess; moderation; measure. [1913 Webster] But to… … The Collaborative International Dictionary of English
By any means — Mean Mean, n. 1. That which is mean, or intermediate, between two extremes of place, time, or number; the middle point or place; middle rate or degree; mediocrity; medium; absence of extremes or excess; moderation; measure. [1913 Webster] But to… … The Collaborative International Dictionary of English
By no manner of means — Mean Mean, n. 1. That which is mean, or intermediate, between two extremes of place, time, or number; the middle point or place; middle rate or degree; mediocrity; medium; absence of extremes or excess; moderation; measure. [1913 Webster] But to… … The Collaborative International Dictionary of English
By no means — Mean Mean, n. 1. That which is mean, or intermediate, between two extremes of place, time, or number; the middle point or place; middle rate or degree; mediocrity; medium; absence of extremes or excess; moderation; measure. [1913 Webster] But to… … The Collaborative International Dictionary of English
Indian mathematics — mdash;which here is the mathematics that emerged in South Asia from ancient times until the end of the 18th century mdash;had its beginnings in the Bronze Age Indus Valley civilization (2600 1900 BCE) and the Iron Age Vedic culture (1500 500 BCE) … Wikipedia