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Ott The stable M =G=1 queue in heavy traf c and its covariance function Adv Appl Probab, 9:169 186, 1977 29 A G Pakes On the tails of waiting-time distributions J Appl Probab, 12:555 564, 1975 30 V Paxson and S Floyd Wide area traf c: the failure of Poisson modeling IEEE=ACM Trans Networking, 3:226 244, 1995 31 N U Prabhu Stochastic Storage Processes Springer-Verlag, Berlin, 1980 32 T Rolski, S Schlegel, and V Schmidt Asymptotics of Palm-stationary buffer content distributions in uid ow queues Adv Appl Probab 31:235 253, 1999 33 G Samorodnitsky and M S Taqqu Stable Non-Gaussian Random Processes Chapman and Hall, New York, 1994 34 B Sengupta An approximation for the sojourn-time distribution for the GI =G=1 processor-sharing queue Stoch Models, 8:35 57, 1992 35 A V Skorokhod Limit theorems for stochastic processes with independent increments Theory Probab and Its Appl.

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Control to generate, create Code 39 Full ASCII image in a href="http://ASPNET">ASP Limits and approximations for the busy-period distribution in single-server queues Probab Eng Inf Sci, 9:581 602, 1995 2 V Anantharam Scheduling strategies and long-range dependence Report, Dept of Electrical Engineering & Computer Sciences, University of California at Berkeley, 1997 3 J Beran, R Sherman, M S Taqqu, and W Willinger Long-range dependence in variablebit-rate video traf c IEEE Trans Commun, 43:1566 1579, 1995 4 N H Bingham and R A Doney Asymptotic properties of supercritical branching processes I: The Galton Watson process Adv Appl Probab, 6:711 731, 1974 5 N H Bingham, C M Goldie, and J L Teugels Regular Variation Cambridge University Press, Cambridge, 1987 6 S C Borst, O J Boxma, and P R Jelenkovic Generalized processor sharing with long tailed traf c sources In P Key and G Smith, eds.

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, Proceedings of ITC-16, pp 345 354 North-Holland, Amsterdam, 1999 7 O J Boxma Fluid queues and regular variation Perf Eval, 27 28:699 712, 1996 8 O J Boxma Regular variation in a multi-source uid queue In V Ramaswami and P E Wirth, eds, Teletraf c Contributions for the Information Age (Proceedings of ITC-15), pp 391 402 North- Holland, Amsterdam, 1997 9 O J Boxma and J W Cohen The M =G=1 queue with heavy-tailed service time distribution IEEE JSAC, 16:749 763, 1998 10 O J Boxma and J W Cohen Heavy-traf c analysis for the GI =G=1 queue with heavytailed distributions Queueing Syst, 1999 11 O J Boxma, J W Cohen, and Q Deng Heavy-traf c analysis of the M =G=1 queue with priority classes In P Key and G Smith, eds, Proceedings of ITC-16, pp 1157 1167 North-Holland, Amsterdam, 1999 12 O J.

Figure 54 Auto-Generated Pipelined FIR in VS NET Maker UPC - 13 in VS 13 Supplement 5 Generation In VBNET Using Barcode maker for Visual To convert this to synthesizable HDL, this sequence of commands had to be converted to a state-machine format, and for any design of any reasonable size, this produced ode that was unusable To remedy this problem, these companies developed various avors of cyclebased C syntax that would convert easily to HDL The fundamental problem with this approach was that a new HDL language had been invented that was no more easy to use than the standard languages for HDL Additionally, they required an extra synthesis step (sometimes automated, sometimes not) that could have been easily bypassed in the rst place.

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The argument in favor of the cycle-based C language was that it could be compiled and run against other C models, but for the majority of HDL designers, this was unnecessary for most of their applications Although there are applications where this is a t, C-based design still has not caught on in the mainstream FPGA world because the EDA companies have not convinced the design community that there is a bene t or simpli cation of the design process with C-level design One of the primary bene ts of C-level design today is the ability to simulate hardware and software in the same environment Despite this, it is still important to understand where to divide the line between software and hardware implementation A few of the issues to consider are listed here Complexity: There are certain algorithms that simply lend themselves well to a software implementation over hardware.

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mouse However, using the Size tab allows you to set the height and width to precise measurements Also, you can change the units in which the height and width are stored By default the size values are in pixels, but you can change the units to inches or centimeters, for example As well as specifying precise measurements, you can choose to set the height and width to a percentage In this case, the actual size of the control is based on the size of the container control that the control is in or the view surface if the control is not inside a container control For example, let s say that you have a Text Box control inside a Section and the Section is 500 pixels wide If you specify that the width of the Text Box is 50%, the actual size of the Text Box will be 250 pixels initially If you then change the size of the Section control, the Text Box will grow to match In this case, the width of the Text Box will always be 50% of the width of the Section In addition to percentage height and width, you can also specify auto, as you can see in Figure 433 When you set the height or width to auto, the size f the control is based on the size of its content For a Text Box, this means that the size will be based on the text within it In addition to height and width, you can add padding and margins to the control Padding adds space inside the control, while margins add space outside the control You can set the values of the padding and margins properties using the same types of values as height and width (including percentages) However, you can t set these values to auto If you try to, the value will be reset to the previous value when you close the dialog.

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