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[76,103,118,280] used to mitigate the effects IS1 can be modified for multiuser detection of and these typesof multiuser detectors can be classified as joint detection receivers The joint detection (JD) receivers were developed for burst-based, rather than continuous transmission The concept of joint detection for the uplink was proposed by Klein and Baier [226] for synchronous burst transmissions, which is visualised with the aidFigure 125 of In Figure 125 there are a totalof K users in the system, where the information is transuser mitted in bursts Each user transmitsN data symbols per burst and the data vector for k is represented as d(k)Each data symbol is spread with a user-specific spreading sequence, d k ) , which has a length of Q chips In the uplink, the signal of each user passes through a different mobile channel characterized by its time-varying complex impulse response, h(k).

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Proof: One direction is immediate Take a vector q E R ( A * A ) ,ie, q = A*Ap for some p Define T = Ap, then q = A'T This shows that q E R ( A * ) and we conclude that R ( A * A ) C R(A*) The proof of the converse statement requires more effort Take a vector q E R ( A * )and let us show that q E R ( A * A ) Assume, to the contrary, that q does not lie in R ( A * A ) This implies that there exists a vector z in the nullspace of A * A that is not orthogonal to q ie, A'Az = 0 and z'q # 0.

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By sampling at the chip rateof l/Tc, the impulse response can be represented W complex by be samples Following the approach of Klein et al [226], the received burst can represented as y = Ad n, where y is the received vector and consists of the synchronous sum of the transmitted signals of all the K users, corrupted by a noise sequence, n The matrix A is referred to as the system matrix and defines the system's response, representing the effects it of MA1 and the mobile channels Each column the matrix represents the combined impulse in response obtained by convolving the spreading sequence of a user with its channel impulse This is the impulse response experienced a transmitted data by response, b(k)= d k ) * h(k) symbol.

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Upon neglecting the effects of the noise the joint detection formulation is simply based on inverting the system matrix A, in order to recover the data vector constituted by of the superimposed transmitted informationof all the K CDMA users The dimensions the matrix A are ( N Q + W - 1) x K N and an example of it can be foundin reference [226] by Klein et al, where the list of the symbolsused is given as :.

As mentioned earlier, the public perceives hedge funds as risky investments appropriate for thrill-seeking investors This myth and others persist despite evidence to the contrary Hedge funds are sometimes called absolute return strategies The idea of absolute return is in contrast to traditional money management, where returns are compared to a benchmark of returns on similar assets The return on a portfolio of stocks is compared to the S&P 500 or other index, and a manager is judged not on whether the portfolio was profitable but rather on how the portfolio return compared to the market return In contrast, absolute return strategies can be expected to be pro table regardless of what happens to any identi able index In theory, the absolute return manager would be judged only on the size and consistency of returns However, most hedge funds retain at least some correlation to stock and bond returns.

Now, if we multiply the equality A*Az = 0 by z* from the left we obtain that z'A'Az = 0 or, equivalently, ((Azl/* 0, where (1 11 denotes the Euclidean norm of its vector argument = Therefore, Az is necessarily the zero vector, Az = 0 But from q E R ( A * )we have that q = A*p for some p Then z'q = z*A*p = 0, which contradicts z*q # 0 Therefore, we must have q E R ( A * A ) and we conclude that R ( A * ) C R ( A * A ) The second assertion in the lemma is more immediate If Ap = 0 then A'Ap = 0 so that N ( A ) C N ( A ' A ) Conversely, if A*Ap = 0 then p*A*Ap = 0 and we must have Ap = 0.

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