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which can also be obtained by direct differentiation of (9.647). Letting M = 2 in (9.647), the average BER for the binary case corresponding to BFSK becomes, after some simpli cation Pb (E) = 1 T 1 exp 2+ 4 (1 + ) exp T 4 1+ 2+ 1+ = (1 + )2 (9.651) + (1 + ) exp T 4 (9.650)

m 2

(211)

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The space H of states is viewed here on a more abstract level as the closure of the linear span of the kets | n = |n , n N, that is, the standard model of all separable Hilbert spaces, namely, the space 2 (N) of square-summable sequences Operators Q and P are now realized via the annihilation operator a and its adjoint a , the creation operator, de ned by a= that is, Q = l c (a + a ) , P = i p c (a a ) (213) 1 (m Q + iP ) , 2 m a = 1 (m Q iP ) , 2 m (212)

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The respective actions of a and a on the number basis read as a|n = n|n 1 , a |n = n + 1|n + 1 ,

(214)

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How do retirees health care costs cuckold US business If you ever took a basic accounting class, you will be familiar with the discipline s fundamental principle: What a company owns (assets) must be equal to what it owes (liabilities) plus what has been invested in it (equity) But if accounting were always so straightforward, companies wouldn t need to hire a staff of specially trained experts to prepare their books Pensions are a clear-cut example of how complicated accounting rules can obscure a company s real nancial outlook Before the 2006 US Pension Protection Act was enacted, companies were able to exploit accounting rules to keep future health care and retirement bene ts off the balance sheet, making the companies look more desirable Companies made generous commitments on this front in exchange for lower salaries for unionized workers, but these companies failed to hold enough assets to fund these future commitments The 2006 reform required companies that underfund their pension plans to pay additional premiums and required that companies measure the obligations of their pension plans more accurately using a principle that comes close to

together with the action of a on the ground or vacuum state a|0 = 0 In this context, the Hamiltonian takes the simple form H= 1 1 (a a + aa ) = N + 2 2 , (215)

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where N = a a is the number operator, diagonal in the basis {|n , n N}, with spectrum N: N |n = n|n

From the canonical commutation rules [Q, P ] = i I d [a, a ] = I d , (216)

.

You will learn more about JavaScript events in the 11, JavaScript Events. The following example of a function with a parameter shows how to pass a variable to a function and use the variable in the function. Your results are shown in Figures 10.3 and 10.4.

we infer that {Q, P , iI d } or alternatively {a, a , I d } span a Lie algebra (see Appendix B) on the real numbers It is the Weyl Heisenberg algebra, denoted w, which plays a central role in the construction of coherent states Let us adjoin to w the number operator N that obeys [a, N ] = a , [a , N ] = a (217)

We obtain a Lie algebra isomorphic to a central extension of the Euclidean group of the plane (rotations and translations) Next, the set of generators {Q 2 , P 2 , 1 (QP + 2 2 P Q)} or alternatively {N , a 2 , a } spans the lowest-dimensional symplectic Lie algebra, denoted by sp(2, R) sl(2, R) su(1, 1) This algebra is involved in the construction of the so-called pure squeezed states Finally, the union of these linear and quadratic generators, {Q, P , iI d , Q 2 , P 2 , 1 (QP + P Q)} , 2 or alternatively {a, a , I d , N , a 2 , a }, spans a six-dimensional Lie algebra, denoted by h6 , which is involved in the construction of the general squeezed states (see 10)

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