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Resistivity And Grain Size Dependent Magnetoelectric Effect In (Y) Ni0.85Cd0.1Cu0.05Fe2O4 + (1-Y) Batio3 ME Composites
9
On \(\frac{1}{w} + \frac{1}{x} + \frac{1}{y} + \frac{1}{z} = \frac{1}{ 2} \) and some of its generalizations
13
On the Non-Homogeneous Ternary Quadratic Equation $2(x^2+y^2)-3xy+(x+y)+1=z^2$
7
Pole-Changing Windings for Close Ratio and 1:N Ratio Using the 3//Y / 3//Y Method
13
1 A§Y - A§Y {dÚm϶mªZm Ñï>r Zgë¶m‘wio {ejU KoV AgVm§Zm dmMZ d coIZ
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Observation on the Cubic Diophantine Equation with Four Unknowns $(x^3+y^3)+(x+y)(x+y+1)=zw^2$
9
The durability of Mn–Mo–Sn–W–Sb–O/Ir<sub>1–x–y</sub>Sn<sub>x</sub>Sb<sub>y</sub>O<sub>2+0.5y</sub> /Ti oxygen evolution anode for hydrogen production from seawater electrolysis
6
STABILITY CONSTANTS OF MIXED LIGAND COMPLEXES OF TRANSITION METAL(II) IONS WITH 1 [(1E) N (3 FLUORO 2 METHOXYPHENYL)ETHANIMIDOYL]NAPHTHALEN 2 OL AND 2 {(E) [(4 BROMOPHENYL)IMINO]METHYL}PHENOL
8
SPOKE WRENCHES BOX 1,2,3
7
INTERFERENCE PATTERNS IN FAMILY Y-1 OF SACCHAROMYCES
14
Lecture 9: Lines. m = y 2 y 1 x 2 x 1
11
Optimal System and Invariant Solutions on ((Uyy(t,s,y)-Ut(t,s,y))y-2sUsy(t,s,y))y+(s2+1)Uss(t,s,y)+2sUs=0
9
9 a. m., m o n d a y, m a y 1 8,
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6 Commutators and the derived series. [x,y] = xyx 1 y 1.
8
URA CUSTOMS VALUATION. Vol. 1 Issue 1 F/Y: 2012/131
8
All the Solutions of the Diophantine Equations (p + 1)^x – p^y = z^2 and p^y - (p + 1)^x = z^2 when p is Prime and x + y = 2, 3, 4
5
Suitable traverse ratios for step precision winding
8
c5) -:J15 Y~1-O1 ()303)j~ (
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- 1 - APT Test Objectives Alligned with Professional Education Courses. y= topic is covered; y* = limited coverage. APT Objectives.
13
J A N U A R Y 1 8, FINANCIAL RESULTS
38