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The right-hand side of (14.58) is a Gaussian PDF with mean R+ I2 /2R and standard deviation R . The 95% confidence limit (lower limit) is situated at a distance 1 645 R below the mean. Accordingly the desired 95% confidence limit becomes V95 = R + 14.5.2 Side Lobe As mentioned before the upper limit is of interest for a side lobe. The side lobe follows the PDF given in (14.56). The magnitude of R2 + I 2 is much larger than R for the highest side lobe. For example, if An = 1 n = 0 An = 0 2, and = 0 087 rad, the value of R2 + I 2 at the highest side-lobe peak at 4 103 is about 4.4, with R = 0.68. Therefore, under the assumption that R2 + I 2 >> R , the modified Bessel function in (14.56) can be replaced by its asymptotic form, leaving the right-hand side of (14.56) as fV V 1

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A typical scenario for the Interceptor pattern illustrates how an application implements a concrete interceptor and registers it with the corresponding dispatcher. The dispatcher then

The contribution to the cascade noise factor, (f k 1), is thereby divided by gapk to reference it to the input. By this procedure, we refer a varying noise factor f k to the cascade input using a gain ga that is independent of the re ections in the preceding cable. In the standard procedure, the gain varies due to varying phases but f is xed. The results are the same for an isolated noise source (see proof in Section N.4). If we know Z22(k ) (i.e., the location on the SWR circle), we can obtain f source,k exactly. Otherwise, we obtain a range of values for f source,k . While

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Reactor *reactor): peer_stream_ (stream) { reactor->register_handler (this, READ_EVENT); } Subsequently, when a logging record arrives at a connected Socket and the operating system generates a corresponding READ indication event, the reactor dispatches the handle_event() method of the associated Logging_Handler automatically: virtual void handle_event (HANDLE, Event_Type event_type) { if (event_type == READ_EVENT) { Log_Record log_record; // Code to handle "short-reads" omitted. peer_stream_.recv (&log_record, sizeof log_record); // Write logging record to standard output. log_record.write (STDOUT); } else if (event_type == CLOSE_EVENT) { peer_stream_.close (); // Deallocate ourselves. delete this; } } The handle_event() method receives, processes, and writes the logging record to the standard output (STDOUT). Similarly, when the client closes down the connection, the reactor passes the CLOSE event flag, which informs the Logging_Handler to shut down its SOCK_Stream and delete itself. The final method in this class returns the handle of the underlying data-mode stream socket: virtual HANDLE get_handle () const { return peer_stream_.get_handle (); } This method is called by the reactor when the Logging_Handler is registered. The private portion of the Logging_Handler class is hard-coded to contain a SOCK_Stream wrapper facade (47): private: // Receives logging records from a connected client. SOCK_Stream peer_stream_; };

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Using the expression of c from (1.93), (1.101) can be simplified to sin 2 cos 1 2 1/ 2 N 1 = k0 a R + R2 2 R + R2 1

1/ 2

0 0 0 0 0

Some authors have extended CAPM regression (2.2.6) by relaxing the implicit normality assumption about errors. Fama used the lognormal or stable Paretian distribution in 1965, and several extensions have since been made. Myers (1972) extended CAPM by allowing for nonmarketable assets. Lintner (1969) showed that even if investors are allowed to have heterogeneous expectations, CAPM could survive. Merton (1973) and others have allowed for continuous time. In macroeconomics Consumption-CAPM is an extension of CAPM model where the portfolio that mimics the aggregate consumption (per capita) is shown to be mean-variance ef cient. Intertemporal-CAPM model studies whether the changes induced by hedging over time are mean-variance ef cient. Bollerslev, Engle, and Wooldridge (1988) developed conditional CAPM where the covariances are time varying. They used generalized autoregressive conditional heteroscedasticity (GARCH) to model these changes ( 4). There is only one beta in the CAPM model, and the idea of extensions by Fama and French (1996) is to introduce several sources of risk associated with directly measurable variables called factors such as rm size, price earnings ratio (P/E), book-to-market equity ratio (BE/ME), and cash ow price ratio (C/P). Since directly measurable factors are easier to understand and do not need the multivariate statistical technique called factor analysis, we discuss them rst, although they were developed much later than Ross s (1976) arbitrage pricing theory (APT) based on factor analysis. 2.4.1 Observable Factors Model

17. Determine how to dispatch the hook method on the designated completion handler. After the proactor's handle_events() method demultiplexes to the completion handler it must dispatch the appropriate hook method on the

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