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5. Inequality in Myanmar, structural change, policy outcomes, and gender dimensions
Ngu Wah Win, Zaw Oo [and three others]
Inequality and exclusion in Southeast Asia: old fractures, new frontiers /
Lee, Hwok Aun,
;
Choong, Christopher Weng Wai,
Iseas-Yusof Ishak Institute
Infrared spectroscopy of impurities in ZnO nanoparticles
W. M. Hlaing Oo and M. D. McCluskey
Semiconductor defect engineering--materials, synthetic structures and devices: symposium held March 28-April 1, 2005, San Francisco, California, U. S. A. /
Ashok, S.
c2005.
Materials Research Society,
Hydrogen donors in ZnO
M. D. McCluskey, S. J. Jokela and W. M. Hlaing Oo
Semiconductor defect engineering--materials, synthetic structures and devices: symposium held March 28-April 1, 2005, San Francisco, California, U. S. A. /
Ashok, S.
c2005.
Materials Research Society,
= -oo,
the definition of -oo, v, t) where}( and 0 that the result.
Asymptotic Analysis and the Numerical Solution of Partial Differential Equations
Hans G. Kaper
;
Marc Garbey
1991
Routledge
Ch. 5. Remote Sensing of Fire and Haze
Soo Chin Liew, Leong Keong Kwoh and Oo Kaw Lim /[et al.]
Forest fires and regional haze in Southeast Asia /
Eaton, Peter.
;
Radojevic, M.
2001.
Nova Science Publishers,
1, l) into
I) into such that fo map from ( -1, into such that G= G and has a density g, with &l
;
00 and = o(a map b 0 &l
;
.f &l
;
oo and
Asymptotics, Nonparametrics, and Time Series
Subir Ghosh
1999
Routledge
P"&s; PT(T, and given P if XX. •• Xare iid P, then the poster-
&l
;
oo, then the of all distributions absolutely of the location model and strong consistency we eta!. (1998) shows and further a:,, = If &l
;
then the densityj &l
;
oo, we have, for &g
;
0, PT(T,a.)(K&l
;
(fo)) &g
;
0. a:,) provides an example of priors = then the
Asymptotics, Nonparametrics, and Time Series
Subir Ghosh
1999
Routledge
oo, x] = tt(0) = 0 = (v o y-
-oo, x] V1 E fx· (2.14) that -oo, -oo, x])]P(d1)1 = d(tt,v). (2.15) That is, T*N is a strict contraction and T* is a contraction. As a conse- &g
;
N, one has (l _ fJ)i"/Nid(T*("-1"/NJN) fl, T*(11-[11/NjN)v) (2.16) 9(S) is a complete metric that T*N has a It follows that G(yc)
Asymptotics, Nonparametrics, and Time Series
Subir Ghosh
1999
Routledge
. . . dand
of Eq. (3.8) impedes calculation of explicit If there is more than one and Leipus (1995) showed that the autocovariances of Eq. (3.8) satisfy as}-&g
;
oo. of and &s
;
Yr
Asymptotics, Nonparametrics, and Time Series
Subir Ghosh
1999
Routledge
Ch. 4. Regression Testing. Change Impact Identification in Object Oriented Software Maintenance
D. Kung, J. Gao and P. Hsia [et al.].Selecting Regression Tests for Object-Oriented Software /Gregg Rothermel and Mary Jean Harrold.A Technique for the Selective Revalidation of OO Software /Pei Hsia, Xiaolin Li and David Chenho Kung [et al.]
Testing object-oriented software /
Kung, David C.
;
Hsia, Pei.
;
Gao, Jerry.
1998.
IEEE Computer Society Press,
o, (n-
To see this, note that &g
;
C(d, EIIZ,J )(npf (log + 2 sup IP**(Tj ){(np)- + P*(A5
;
;
)}. To complete the proof of the theorem, it is now enough to show that = o(i) as oo (5.20) and that on the set ( 5.21)
Asymptotics, Nonparametrics, and Time Series
Subir Ghosh
1999
Routledge
= = &g; &g;
true for and Do evaluated on either side of the shock layer. The lemma follows. Lemma 2 On the right side &g
;
0. Then 0. Proof. Note that the corresponding constant coefficient half-plane problem, -oo &l
;
x&s
;
0, t&s
;
0, v2(0) Dol= 0, Re(s) &g
;
0, &g
;
0, the solutions of (46) must also J. Goodman, and A. Majda, Multiple steady states for 1-D transonic flow, J. Sci. Stat Comp. 5, no. 1 (1984), 21-41.
Asymptotic Analysis and the Numerical Solution of Partial Differential Equations
Hans G. Kaper
;
Marc Garbey
1991
Routledge
&g; 0 such that for all
1ogn):::
;
exp( (logn) + (np) 1ogn):::
;
exp( (logn)). We only prove the first inequality. The other part can be proved by using similar arguments. Let be the largest integer not exceeding = log{e- qe&s
;
)- )"},0 &l
;
t &l
;
-logq. Then, it is easy to see thatf(t) attains its minimum at log[(n- -logq (0, -logq). Next, using the fact that r(np)- o(l) as n---+ oo, and using Taylor&s
;
s expansion, after some algebra, one can show that expCf(to)) + )), where 1ogn. This completes the proof of Lemma 4.5. 5. PROOFS We continue to use the notation and the conventions adopted in earlier sections. In particular, set = 0 unless otherwise stated.
Asymptotics, Nonparametrics, and Time Series
Subir Ghosh
1999
Routledge
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