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Magnification    音标拼音: [m,ægnəfək'eʃən]
n. 扩大,夸张,赞美

扩大,夸张,赞美

magnification
放大;放大率

magnification
*放大

magnification
n 1: the act of expanding something in apparent size
2: the ratio of the size of an image to the size of the object
3: making to seem more important than it really is [synonym:
{exaggeration}, {overstatement}, {magnification}] [ant:
{understatement}]
4: a photographic print that has been enlarged [synonym:
{enlargement}, {blowup}, {magnification}]

Magnification \Mag`ni*fi*ca"tion\, n.
The act of magnifying; enlargement; exaggeration. [R.]
[1913 Webster]

133 Moby Thesaurus words for "magnification":
accelerando, acceleration, accolade, addition, adjunct, adulation,
aggrandizement, aggravation, ampliation, amplification, annoyance,
apotheosis, augmentation, ballyhoo, beatification, beefing-up,
bepraisement, big talk, blowing up, blowup, broadening, burlesque,
canonization, caricature, concentration, condensation,
congratulation, consolidation, contentiousness, crescendo,
deepening, deification, deliberate aggravation, deployment,
deterioration, dignification, dilatation, dilation, dispersion,
elevation, eloge, embittering, embitterment, encomium, enhancement,
enlargement, ennoblement, enshrinement, enthronement, eulogium,
eulogy, exacerbation, exaggerating, exaggeration, exaltation,
exasperation, excess, excessive praise, exorbitance, expansion,
explosion, extension, extravagance, extreme, fanning out, flare,
flattery, glorification, glory, grandiloquence, heating-up,
heightening, hero worship, hiking, homage, hommage, honor,
huckstering, hyperbole, hyperbolism, idolatry, idolizing,
immortalization, increase, inflation, information explosion,
inordinacy, intensification, irritation, kudos, laud, laudation,
lionizing, meed of praise, overemphasis, overestimation, overkill,
overpraise, overstatement, paean, panegyric, pickup,
population explosion, praise, prodigality, profuseness,
provocation, puffery, puffing up, raising, redoubling,
reinforcement, sainting, sanctification, sensationalism,
sharpening, souring, speedup, splay, spread, spreading, step-up,
strengthening, stretching, superlative, tall talk, tightening,
touting, travesty, tribute, upping, widening, worsening


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  • Integration in valued fields | Springer Nature Link
    We develop a theory of integration over valued fields of residue characteristic zero In particular, we obtain new and base-field independent foundations for integration over local fields of large residue characteristic, extending results of Denef, Loeser, and Cluckers
  • [math 0510133] Integration in valued fields - arXiv. org
    We develop a theory of integration over valued fields of residue characteristic zero In particular we obtain new and base-field independent foundations for integration over local fields of large residue characteristic, extending results of Denef,Loeser, Cluckers
  • INTEGRATION IN VALUED FIELDS arXiv:math 0510133v2 [math. AG] 28 Dec 2005
    INTEGRATION IN VALUED FIELDS EHUD HRUSHOVSKI, DAVID KAZHDAN heory of integration over valued fields of residue characteristic zero In particular we obtain new and base-field independent foundations for integration over local fields of la ge residue characteristic, extending results of Denef,Loeser, Cluckers The met
  • (PDF) Integration in valued fields - ResearchGate
    Abstract We develop a theory of integration over valued fields of residue characteristic zero
  • Integration in valued fiel - rd. springer. com
    tained over different fields The main thrust of this paper is the development of a theory of integration over valued fields, which is g ometric in the sense of Weil At present the theory covers local fields of residue characteristic zero or, in applications, large po
  • (PDF) Integration in valued fields - Academia. edu
    Driven by this observation, we study the theory VFres,ι of valued fields equipped with a linear form res : K → k which specializes to the residue map on the valuation ring We prove that VFres,ι does not admit a model companion
  • Integration in valued fields - The Hebrew University of Jerusalem
    We develop a theory of integration over valued fields of residue characteristic zero In particular, we obtain new and base-field independent foundations for integration over local fields of large residue characteristic, extending results of Denef, Loeser, and Cluckers
  • Integration in algebraically closed valued fields - ScienceDirect
    As in the classical theory of integration, this strategy requires some form of Fubini’s theorem: for a well-behaved integration, an integral should give the same value when it is evaluated along different orders of variables





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