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A practical attack on CMEA is given in the next chapter The definitive cryptanalysis of ORYX appears in [153],where it is shown that the entire 96-bit key can be recovered with a minimal work factor, given about 25 bytes of known plaintext The fundamental weakness in ORYX arises from the fact that, for efficiency, it generates a keystream byte at each step when a single bit (or perhaps two) would probably be more realistic given the inherent limitations of the algorithm..

(11-12) (n 2) 2.

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We can show that the expected value of the error sum of squares is E(SSE) Therefore an unbiased estimator of 2 is

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The ORYX cipher employs three shift registers, which we label X , A , and B . Each register holds 32 bits. Denote the current bits of register X (that is, the fill of X ) as 20:2 1 , 2 2 , . . . , 2 3 1 . Similarly, let a0 through a31 be the fill of register A , and bo through b ~ 1 the fill of register B . At each step of a be register, a single bit, say, y is computed as a function of the current register fill, then each bit in the register is shifted one position to the right, with the bit formerly in position 31 being discarded, and the bit y is then inserted into position 0. For more information on shift registers and their role in stream

(11-13)

Computing SSE using Equation 11-12 would be fairly tedious. A more convenient computing x into Equation 11-12 and simplifying. formula can be obtained by substituting yi 0 1 i

(11-14)

3.3 ORYX ciphers, see Section 3.2 or Rueppel s classic book [125]. When register X steps, the following sequence of operations occur

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where SST g i 1 1 yi y 2 2 g i 1 y 2 ny 2 is the total sum of squares of the response i variable y. The error sum of squares and the estimate of 2 for the oxygen purity data, 2 1.18, are highlighted in the Minitab output in Table 11-2.

If you have made lots of settings and 2.18 The Language menu of the PowerShot G11. Choose from 26 your camera just isn t performing as languages for your camera. you know it should, you may want to try resetting all the functions back to the default factory settings. This is convenient if you just want to start over with all the settings as you are learning the camera and have made some settings that disallow other features. My Menu items are also removed from the G11, but, Date, Time, Language, and Video System settings remain. You can t reset the camera s functions when the G11 is connected to a computer.

EXERCISES FOR SECTION 11-2

Y = PX(X)

11-1 An article in Concrete Research ( Near Surface Characteristics of Concrete: Intrinsic Permeability, Vol 41, 1989), presented data on compressive strength x and intrinsic permeability y of various concrete mixes and cures Summary quantities are n 14, gyi 572, g y2 23,530, g xi 43, i g x 2 15742, and g xi yi 169780 Assume that the two varii ables are related according to the simple linear regression model (a) Calculate the least squares estimates of the slope and intercept (b) Use the equation of the tted line to predict what permeability would be observed when the compressive strength is x 43 (c) Give a point estimate of the mean permeability when compressive strength is x 37 (d) Suppose that the observed value of permeability at x 37 is y 461 Calculate the value of the corresponding residual 11-2.

Regression methods were used to analyze the data from a study investigating the relationship between roadway surface temperature (x) and pavement de ection ( y) Summary quantities were n 20, g yi 1275, g y 2 886, g xi i 2 1478, gx i 143,2158, and g xi yi 108367 Yards Rushing by Opponent (x) 2205 2096 1847 1903 1457 1848 1564 1821 2577 2476 1984 1917 1761 1709 (a) Calculate the least squares estimates of the slope and intercept Graph the regression line (b) Use the equation of the tted line to predict what pavement de ection would be observed when the surface temperature is 85 F (c) What is the mean pavement de ection when the surface temperature is 90 F (d) What change in mean pavement de ection would be expected for a 1 F change in surface temperature 11-3.

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