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This function works fine in most cases. For example, you can copy the formula to other sheets and the relative referencing will be in effect in all of the copied formulas. And, if you insert a worksheet, the sheet reference adjusts automatically. This function, however, has a problem: If your workbook contains nonworksheet sheets (that is, chart sheets or Excel 5 dialog sheets), the function may fail because it attempts to reference a cell on a sheet that is not a worksheet.

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discrete formulation, energy optimization can be performed by gradient descent if we de ne the pose of the contour as psnake = ( y 1, , y N ), which is a 2N -dimensional vector of free parameters. We also notice here the difference between this approach and the active shape model of Section 2.2.1. For active shapes, the contour model is constrained to a reduced set of degrees of freedom, providing the deformation modes of a prior shape, whereas here the curve is freely estimated, with additional regularization terms. In particular, the gradient is given by a force eld applied to each contour point (Fig. 4.24, left) where each term fi drives the contour point independently to its destination on the image, according to the derivative of the three terms; we also notice how the high-curvature point on the right side is pulled back, since the internal energy prevails over the image energy there. We can therefore update the contour points according to y i = y i + kfi , i = 1, , N (4.55)

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The mass ow rate per second is given by the derivative of the quantity of mass, dm/dt, of the moving air that is passing with velocity v through the circular area A swept by the rotor blades, as suggested in Figure 4.1. According to equation (3.2), " for any average ow (Q A") of a uid, the upstream ow of mass can be given in v terms of the volume of air V as dm dV r rA" v dt dt 4:2

The class has the following method de nitions:

And while you re at it, you should at least browse through the documentation at http://

Q: I don t understand what has changed We still have lots of servers A: Yes, I think we have 800 servers in the data center, and dozens of others on the network But the technology is changing, and everything is becoming virtualized Q: OK, I know you need to explain that to me How can something physical become virtualized A: Well, that s the big question, isn t it We re in the process of changing our data center, moving toward The Grid Q: Which is... A: The Grid, or rather grid computing, is one of our new objectives, a way to take advantage of resources on a network Q: Yes, but what is it, exactly A: Right, sorry.

In other words, we could allocate assets to segments in the same proportion as the benchmark but still achieve a different return if the duration of the fund holdings is different than the benchmark segment duration. Holding all other factors that impact the value of a bond constant, the longer the bond s duration the greater the price volatility we will experience as the general level of interest rates change. Changes in interest rates lead to a change in the yield that investors require to invest in a bond. As interest rates change, the market price of bonds held by the portfolio change to re ect the current required yield. Bond prices and returns have an inverse relationship with interest rates. When interest rates rise, the required yield on bonds rises, and the price of previously issued bonds goes down. The longer the duration the more the bond price will increase as interest rates fall and decrease as interest rates rise. We can estimate the return to a bond given a change in required yields by multiplying the yield change by the inverse of the bond s duration. % change in bond price = ( Duration % change in yield ) (19.7)

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