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Then the formula Cold ( r )→ High ( t ) is true for any t and therefore any t gives a correct control given r. A rigorous logical justification of fuzzy control is given in Hájek's book ( see Chapter 7 ) where fuzzy control is represented as a theory of Hájek's basic logic.
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Then and formula
Then that formula must be copied into all of the cells in column C, making sure to change the reference to A1 to a new reference for A2, etc.
Then if " Total Sales " view is added to the workbook, the totals would automatically appear there, because the sheet " knows " that is what the formula is for.
Then in 1913, using this formula as a basis, Albert Einstein and Otto Stern published a paper of great significance in which they suggested for the first time the existence of a residual energy that all oscillators have at absolute zero.
Then X is defined by the formula so X is in ( actually it is in as well since we could bound both quantifiers by n ).
Then the Black formula states the price for a European call option of maturity T on a futures contract with strike price K and delivery date T ( with ) is
Then the satisfying instances of the resulting 2SAT formula encode solutions to the vertex cover problem, and there is a satisfying assignment with true variables if and only if there is a vertex cover with vertices.
Then, for example, taking the first option gives a formula for IsPrime ( n ) using Wilson's theorem:
Then Adam Pociej, Bishop of Vladimir, in his own name and that of the Ruthenian episcopate, read in Latin the formula of abjuration of the Greek Schism, Bishop Cyryl Terlecki of Lutsk read it in Ruthenian, and they affixed their signatures.
Then the Feynman – Kac formula tells us that the solution can be written as a conditional expectation
Then and Cold
Then an easy 50 miles northwest up the twisting Dog River ( Ontario ), Jordain Creek and Cold Water Creek to Cold Water Lake.
Songs in the film that don't appear on either soundtrack album include From Then Till Now performed by Killah Priest, Armagideon Time performed by Willi Williams, Nuba One performed by Andrew Cyrille and Jimmy Lyons and Cold Lampin With Flavor performed by Public Enemy.
Then and r
Then Q ( x ) has a zero α of multiplicity r, and in the partial fraction decomposition, r of the partial fractions will involve the powers of ( x − α ).
Then, ( ra )< sup > n </ sup > = r < sup > n </ sup > a < sup > n </ sup > is in I, so ra is in the radical.
Then replace the ( r, φ ) plane with a surface dimpled in the w direction according to the equation ( Flamm's paraboloid )
For every r ≥ 0, let n ( r, f ) be the number of poles, counting multiplicity, of the meromorphic function f in the disc | z | ≤ r. Then define the Nevanlinna counting function by
a, b, d (/ th ), e, f, g, h, i, k, l, m, n, o, p, r, s, t, and v. Then there are three special umlauted runes, that are marked by two dots above them.
Then the Kronecker product A ⊗ B has r < sub > A </ sub > r < sub > B </ sub > nonzero singular values, namely
Then, the quotient of by the nullspace of its bilinear form is naturally isomorphic ( as a G-module with an invariant bilinear form ) to if r ≠ 0, and to if r
Then it is also a bounded operator from L < sup > r </ sup > to L < sup > r </ sup > for any r between p and q.
Then for any r between p and q we have that F is dense in, that Tƒ is in for any ƒ in F and that T is bounded in the norm.
1.379 seconds.