IW

Definitions

  • WordNet 3.6
    • n IW the use of information or information technology during a time of crisis or conflict to achieve or promote specific objectives over a specific adversary or adversaries "not everyone agrees that information warfare is limited to the realm of traditional warfare"
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Usage

In literature:

Several trees around had been sawn and on two, about thirty yards west from the burnt stump, were the letters WW and IW 1817.
"Three Expeditions into the Interior of Eastern Australia, Vol 2 (of 2)" by Thomas Mitchell
These cabbies of yours is a set of bloomink 'iw'ymen!
"Side-stepping with Shorty" by Sewell Ford
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In news:

IEEE MTT-S International Wireless Symposium (IWS).
Tucson News NowCorDEX Instruments Received Product Design Assessment Approval from American Bureau of Shipping ( ABS ), for IW Series Intelligent IR Windows.
Tucson News NowCorDEX Instruments Received Product Design Assessment Approval from American Bureau of Shipping (ABS), for IW Series Intelligent IR Windows.
German heavy industry giant ThyssenKrupp (IW 1000/62) said on Monday it would not pay any annual dividends after it posted a loss of 4.7 billion euros for the year following a writedown of two loss-making steel plants.
AZTV7/Cable 13, Me-TV 7.2, RTV 7.3, Phoenix-Prescott, AZCorDEX Instruments Received Product Design Assessment Approval from American Bureau of Shipping (ABS), for IW Series Intelligent IR Windows.
Technology firm Texas Instruments (IW 500/88) said Wednesday it was cutting 1,700 jobs worldwide as it cuts back on chips for mobile phones.
Sep 29, 2010 IW Staff IndustryWeek.
Oct 23, 2012 IW Staff IndustryWeek.
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In science:

Let Iw ,s ⊂ RA be the ideal generated by Ker (w βs ) and q − ζ , and let Ia ⊂ RA be the ideal generated by q − ζ and {f − f (s) ; f ∈ (RH )Ws }, where Ws is as in 2.2.
Induced and simple modules of double affine Hecke algebras
Hence it yields a ring isomorphism RA/Iw ,s → KA (wZ a 1 )a .
Induced and simple modules of double affine Hecke algebras
X = 1 ⊗ V + j ⊗ (iW ) + k ⊗ (iY ) + l ⊗ (iZ ), for some V ∈ GOE(n, σ2 4 ) and some W, Y , Z ∈ GOE∗(n, σ2 4 ), where V , W, Y and Z are stochastically independent.
Non-commutative Polynomials of Independent Gaussian Random Matrices. The Real and Symplectic Cases
X = 1 ⊗ V + j ⊗ (iW ) + k ⊗ (iY ) + l ⊗ (iZ ), 4 ) and some W, Y , Z ∈ GOE(n, σ2 for some V ∈ GOE∗ (n, σ2 4 ), where V , W, Y and Z are stochastically independent.
Non-commutative Polynomials of Independent Gaussian Random Matrices. The Real and Symplectic Cases
By hypothesis, there is no θi with nilpotent degree j , therefore we obtain dv + dα = Xnil(θi )
Generalized complex structures on nilmanifolds
In particular, 0 6= iw dv = Xnil(θi )
Generalized complex structures on nilmanifolds
We have pW ◦ iW equal to the identity on DW .
Automorphisms and abstract commensurators of 2-dimensional Artin groups
We shall write x for the image in W of an element x ∈ G , and iW : W → G for the Tits section.
Automorphisms and abstract commensurators of 2-dimensional Artin groups
This condition is also equivalent to the statement that Fix(D1 ) and Fix(D2 ) both lie in gFs where g = iW (w) is the image of w under the Tits section W ֒→ G .
Automorphisms and abstract commensurators of 2-dimensional Artin groups
Note, in particular, this conjecture implies that the “thermodynamic” asymptotics of hchk (π)iw as q → −1 is completely determined by the first few coefficients of its “low temperature” q -expansion.
Random surfaces enumerating algebraic curves
In particular, 0 6= iw dv = Xnil(θi )
New aspects of the ddc-lemma
Indeed, the conditions [W, W ] = 0, [W, w ] = 0 imply that W + iw is a complex-valued Poisson bivector field on M , hence L defined by (1.25) is a complex Dirac structure.
Reduction and submanifolds of generalized complex manifolds
For w ∈ Zd , let Iw ⊆ Ω be the event that w has no incident ω -open edges.
Random-cluster representation of the Blume-Capel model
I − W )iW , can be expressed in terms of the mean-square-modulus of the characteristic polynomial in a closely related random matrix ensemble.
On absolute moments of characteristic polynomials of a certain class of complex random matrices
Moreover, if we set the frequency w → iw we obtain the same equation for the perturbation δpR , say (24).
Stability of general relativistic static thick disks: the isotropic Schwarzschild thick disk
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