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*( aRc ∧ bRc ) → aRb = ( aRc ∧ cRb ) → aRb.
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*( and aRc
*( aRc ∧ bRc ) → aRb = ( aRa ∧ bRa ) → aRb erase T ∧ = bRa → aRb.
*( and ∧
*( ii ) A conjunction A ∧ B is true if and only if A is true and B is true.
*( and →
If W = V, then one can also pair the covector w * ∈ V * with the vector v ∈ V via ( w *, v ) → w *( v ), which is the duality pairing between V and its dual, sometimes called the inner product.
*( Lower ) Saxony → ( Lower ) Saxon
: 0 → V → V ⊗ Λ < sup > 0, 1 </ sup > T *( X ) → V ⊗ Λ < sup > 0, 2 </ sup > T *( X )...
In other words, a characteristic class associates to any principal G-bundle P → X an element c ( P ) in H *( X ) such that, if f: Y → X is a continuous map, then c ( f * P )
: He *( 2 < sup > 3 </ sup > S < sub > 1 </ sub >) + Ne < sup > 1 </ sup > S < sub > 0 </ sub > → He (< sup > 1 </ sup > S < sub > 0 </ sub >) + Ne * 2s < sub > 2 </ sub > + ΔE
: He *( 2 < sup > 1 </ sup > S ) + Ne < sup > 1 </ sup > S < sub > 0 </ sub > + ΔE → He (< sup > 1 </ sup > S < sub > 0 </ sub >) + Ne * 3s < sub > 2 </ sub >
*( P →( Q → R ))→(( P → Q )→( P → R )) 9. deduction from 1 to 8 QED
*( La ) mano, " hand " → manita ( or manito ), " little hand ", or manilla or manecilla, " hand ( clock )".
(*): H x H → P *( H ): ( x, y ) → x * y ⊆ H.
# Naturality: Sq < sup > n </ sup > is an additive homomorphism from H < sup > m </ sup >( X, Z / 2Z ) to H < sup > m + n </ sup >( X, Z / 2Z ), and is natural meaning that for any map f: X → Y, f *( Sq < sup > n </ sup > x )
*( and =
x = ( c + ( c ^ 2-4 * k )^( 1 / 2 ))/( 2 * exp ( t *( c / 2-( c ^ 2-4 * k )^( 1 / 2 )/ 2 ))*( c ^ 2-4 * k )^( 1 / 2 )) -
In this case, we might compute T = A *( B * D ) only once and simply blend T * C to produce F, a single operation.
To form F with an associative operator, we need only do two additional compositing operations to integrate the new layer C: F = S *( C * D ).
Again, consider the image F = A *( B *( C * D )).
*( EF1 ) If a and b are in R and b is nonzero, then there are q and r in R such that and either r = 0 or.
One can show that C < sub > τ </ sub >( X ) = C < sub > ρ </ sub >( X ) in the above construction so that the rings C ( X ) and C *( X ) are typically only studied for completely regular spaces X.
Discount rate = risk free rate + beta *( equity market risk premium )
*( A − B ) · ( B − C ) =
*( X ⊕ Y )⊕ Z = X ⊕( Y ⊕ Z )
*( 10-0 ) + 0 =
*( 9-1 ) + 3 =
*( 10-6 ) x 2 + 0 =
*( 9-4 ) x 2 + 5 + 1 ( carried ) =
*( 9-4 ) + Half of 6 ( 3 ) =
*( 10-2 ) x 2 + Half of 0 ( 0 ) =
*( 9-4 ) x 2 + Half of 9 ( 4 ) =
s = h *( feval ( f, a )+ feval ( f, b ))/ 2 + h * s ;
But Hansen showed that there are some values of n for which l ( n ) ≠ l *( n ), such as n = 2 < sup > 6106 </ sup > + 2 < sup > 3048 </ sup > + 2 < sup > 2032 </ sup > + 2 < sup > 2016 </ sup > + 1 which has l *( n ) = 6110, l ( n ) ≤ 6109.
*( and .
*( c ) It may be granted upon condition, cujus est dare, ejus est disponere, and this denization of an alien may come about three ways: by Parliament ; by letters patent, which was the usual manner ; and by conquest.
:: 1973, 1995 *( Ajax also won in 1972, however, UEFA only sanctioned the UEFA Super Cup for the first time in 1973 so the 1972 edition was an unofficial one.
*( V ) always returns the value x used in the most recent ( V, x ) operation on the same variable V.
* RF — Range factor: 9 *( putouts + assists )/ innings played.
A group is of characteristic 2 type if the generalized Fitting subgroup F *( Y ) of every 2-local subgroup Y is a 2-group.
*( 1919 ) Baruch College ( as City College ’ s School of Business and Civic Administration, renamed in 1953 to honor Bernard M. Baruch )
*( 2005 ) William E. Macaulay Honors College
*( editor ) Albion's Fatal Tree: Crime and Society in Eighteenth Century England, London: Allen Lane, 1975.
*( Thematically compiled comparison of the parallels in the ancient sources ) Dead at 2009 / 09 / 22.
*( EF2 ) For all nonzero a and b in R,.
*( Compacted is a combined edit of the Young Persons Guide and Broad.
*( 2 ) the reciprocal of the denominator less the numerator of tan A.
*( c. 75 ) War of the Jews, or The Jewish War, or Jewish Wars, or History of the Jewish War ( commonly abbreviated JW, BJ or War )
*( c. 94 ) Antiquities of the Jews, or Jewish Antiquities, or Antiquities of the Jews / Jewish Archeology ( frequently abbreviated AJ, AotJ or Ant.
*( c. 97 ) Flavius Josephus Against Apion, or Against Apion, or Contra Apionem, or Against the Greeks, on the antiquity of the Jewish people ( usually abbreviated CA )
*( c. 99 ) The Life of Flavius Josephus, or Autobiography of Flavius Josephus ( abbreviated Life or Vita )
*( together with Schmeller ) Lateinische Gedichte des X. und XI.
*( 1 ) There shall be an armed forces for the Federation which shall consist of an army, a navy, an air force and such other branches of the armed forces of the Federation as may be established by an Act of the National Assembly.
*( c ) Suppress insurrection and act in aid of civil authorities to restore order when called upon to do so by the d. President but subject to such conditions as may be prescribed by an Act of the National Assembly.
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