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Making statements about hidden facts: Once a group of observations, within the data has been de ned as interesting through the use of data mining techniques, statistics give us the ability to make con dent statements about these groups. The following chapter describes a number of statistical approaches for making con dent decisions. The chapter describes a series of descriptive statistics that summarize various attributes of a variable such as the average value or the range of values. Inferential statistics cover ways of making con dent statements about populations using sample data. Finally, the use of comparative statistics allows us to understand relationships between variables.



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8. Interchange the first equation and the last equation. Then the exact solution 2.5, 2, 4.5 is reached at Step 11, the spectral radius of _ 1 _ 1 0

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(which can also be nicely computed by the Stirling formula). This gives the answer 41%, which is surprisingly large. 16. 9 possible choices for the first unknown digit (0 to 9, not 5) and then 8 for the second. Answer: 72.

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DP = DE 2 + DN 2 where DP, DE, DN are the position, Easting and Northing error respectively, and DE = ERTK Ei DN = NRTK Ni where ERTK and NRTK are the Easting and Northing of the RTK position, and Ei and Ni are the corresponding positions for each of the other methods. In order to help identify when a wrong road is selected and as an indication of how accurate the algorithm is when the correct road is isolated, the Easting and Northing errors DE and DN of the VDGPS method are transformed into cross-track and along-track errors as follows: C i cos t i,i+1 = Li sin t i,i+1 where: Ci Li DEi DNi ti,i+1 is the cross-track error of position i is the along-track error of position i is the Easting error of position i is the Northing error of position i is the bearing of the road segment between position at epoch i and i + 1 sin t i,i+1 DEi cos t i,i+1 DN i

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SECTION 21.6. Methods for Parabolic PDEs, page 922 Purpose. To show the numerical solution of the heat equation, the prototype of a parabolic equation, on the region given by 0 x 1, t 0, subject to one initial condition (initial temperature) and one boundary condition on each of the two vertical boundaries. Content Direct method based on (5), convergence condition (6) Crank Nicolson method based on (8) Special case (9) of (8) Comment on Content Condition (6) restricts the size of time steps too much, a disadvantage that the Crank Nicolson method avoids. SOLUTIONS TO PROBLEM SET 21.6, page 927 4. 0, 0.6625, 1.25, 1.7125, 2, 2.1, 2, 1.7125, 1.25, 0.6625, 0 6. Note that h 0.2 and k 0.01 gives r 0.25. The computation gives

A single-error correcting binary code of length 7. A single-error correcting binary code of length 15. A triple-error correcting binary code of length 23. A triple-error correcting ternary code of length 23. A triple-error correcting 4-ary code of length 23. (0 A triple-error correcting 16-ary code of length 23.

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