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Field Radiated by a Small Circular Loop ................................ 30 .32 Field Produced by a Finite-Sized Dipole ....... Radiation Field from a Linear Antenna ........... .36 Near- and Far-Field Properties of Antennas.. .36 2.6.1 What Is Beamforming Using Ante .43 Use of Spatial Antenna Diversity ... 2.6.2 .46 The Mathematics and Physics of an Antenn .49 Propagation M .57 Conclusion ..... .............................. .57 References ..... Fundamentals of an Antenna in the Time Domain

The hurdle rate of 5 percent is an annualized rate. The calculation uses a monthly rate of 5%/12. In practice, a hedge fund may adjust the annualized hurdle rate a number of different ways. In the following calculation, the incentive fee is assessed on only the amount that exceeds the hurdle return. 5% Incentive Fee = $100 million 4.5% $187, 500 15% 12 = $584, 375

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The Point-to-Point Tunneling Protocol (PPTP) was developed to allow PPP to be tunneled through an IP network. It does not modify any part of the PPP protocol, but provides a transport for that traffic. It is based on client/server architecture and, thus, eliminates the need for an NAS, which L2F relies on. PPTP allows for the direct connection to VPN devices to gain access to the private network. Figure 9-2 shows the client/server relationship with a user utilizing a PPTP-based client to gain access to the private network. For a user to create a VPN tunnel to a central office utilizing PPTP requires that PPTP client software be loaded on the computer being used. PPTP clients are available for all Microsoft Windows operating systems and various versions of Linux, as well as Mac OS X.

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Relation (5.74) already implies that necessarily P = Q = 0 - this is the desired contradiction that will be shown by induction. Consider first k = 0, in which case P is a constant. Multiplying (5.74) by exp(-z) we obtain that

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Investors commit funds to a particular investment for a variety of reasons. The return on the investment is usually very important. Yet return is calculated many different ways to serve different purposes. Investors need to know how return is calculated to properly understand the investment results they receive.

complex version, 22 Global entropy, see Entropy Goldstone theorem, see Symmetry Gordon-Schowalter model, 111 Grad s moment method, 34, 67, 166 boundary conditions, 303 collision integral, 302 convected derivatives, 299,304 for Maxwell molecules, 301-302 for motivating extended irreversible thermodynamics, 299 for thermodynamically guided simulations, 377 heat-flux vector, 299-300 hydrodynamic fields as moments, 299 hydrodynamic limit, 303 hyperbolic equations, 303 lack of GENERIC structure, 314 limit of rapid relaxation, 302 no entropy, 300 no expansion parameter, 298 pressure tensor, 299-300 questionable validity of truncation, 300 thirteen-moment method, 299-300 viscoinetric functions, 303 time-evolution equations, 302 trial solutions, 298-299 exponential form, 305 Hermite polynomials, 299-300 no definite sign, 300 with GENERIC structure, 304 see also Structured moment method Grad limit, 262, 264 Gravitational constant, 185 Gravitational forces, 4 6 4 7 , 2 4 5 Gravity, 45.52 Green s functions, 461 Green s identity, 60 Green-Kubo formulas, 35, 87 evaluation of friction matrix, 357 form of friction matrix, 117,232,242 Hamilton s equations of motion, 4,20-21, 214215,424 modification by projector, 243 numerical solution, 375 Hamilton s principle, 22, 369 Haniltonian, 215,424 for reduced system, 433 time-step dependent, 368 two-fold role near equilibrium, 461 Hamiltonian dynamical systems, see Hamiltonian dynamics Hamiltonian dynamics, 10, 14-15.21.55. 214 geometric theory, 41 1 given by vector field, 414 see also Geometrical structures; Symplectic integrators

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