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determinant of a permutation matrix is 1 5 4 7 1 , using the cofactor formula in eqn 2 7 ( 1)1+1 51 = 51 ( 1)2+1 27 = 27 elements of the cofactor matrix 0 6 4 3 5 1

4:

1 Compute the cofactor matrix 2 Compute the inverse matrix Exercise B10 Use the properties of determinants to show that A 1 = 1 |A| 0 c Find (sI A) 1 s+f

To see the volatility decay, take the vega rate and multiply it by the volatility change: 10 point change 984 vega rate $98400

Exercise B12 Verify Lemma B51 by direct multiplication of the righthand sides of eqns (B30) and (B31) Exercise B13 1 Let i and vi for i [1, n] denote the eigenvalues and eigenvectors of A Rn n Determine the eigenvalues and eigenvectors of A2 2 Determine the eigenvalues and eigenvectors of Am for any positive integer m 3 Use the above property of eigenvalues to show that the only possible eigenvalues of an idempotent matrix are 0 and 1 Exercise B14 For the special case of x Rn , either use direct multiplication or the properties of scalar and vector products to show that x Ba x = 0, where Ba is an antisymmetric matrix Exercise B15 Prove the following: 1 If B is a positive de nite matrix, then all the eigenvalues of B are strictly positive real numbers 2 If B is a positive semi-de nite matrix, then all the eigenvalues of B are non-negative real numbers 3 If B is a positive de nite matrix, then B 1 exists and is also positive de nite Exercise B16 Prove eqn (B33) by following the outline below Note that the hats on the variables have been dropped to simplify the notation 1 Consider the cost function J(Ao , ) = tr (Ao A) (Ao A) + Ao Ao I where the Lagrange multiplier is a symmetric matrix Take the derivative of J with respect to Ao and show that the matrix Ao that minimizes this expression is Ao = A (I + )

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For Oracle Exadata Database Machine X2-2 & X2-8

(B62)

(B63)

High Capacity 12 1TB (12TB Disk Capacity/cell raw disk capacity; 33TB uncompressed user data capacity) High Capacity Disk Bandwidth/ cell (maximum) 075 GB/second uncompressed data

1/2

Now add the two gures together and divide by the per-point premium dollar value: ($984 $812)/$50 3592 points (rounded up, the result is 36)

Exercise B17 Rederive the algorithm of Section B142 for the case where J(x) = y f (xk ) + Fk (x xk ) R 1 y f (xk ) + Fk (x xk )

12 2TB (24TB raw disk capacity; 7TB uncompressed user data capacity) 085 GB/second uncompressed data Controller with 512MB batterybacked write cache

The interface between the GPS space and user segments consists of a two frequency (L1 = 157542 MHz and L2 = 122760 MHz) radio link Utilizing these links, the satellites that comprise the space segment provide continuous Earth coverage, transmitting signals which provide to the user segment the ranging codes and system data needed to accomplish the GPS navigation mission The transmitted satellite parameter set is computed and controlled by the control segment and uploaded to the satellite for broadcast to the user The satellite signals are received and decoded by the user GPS receiver The decoded data is available from the receiver usually via a serial link The data decoded from the satellite signal include satellite clock calibration parameters, satellite position calculation parameters, atmospheric correction parameters, reference time, and almanac and health information for all space segment satellites The satellite message parameter set is displayed in Table C1 This book assumes that the reader will download the satellite parameter set into a local data structure This appendix describes how the time variables and ephemeris data set are processed to determine clock corrections, satellite positions, and atmospheric corrections To clearly present the main ideas, it is important to distinguish between the following time variables: tr the pseudo-time at which the receiver takes a measurement, tsv the pseudo-time at which the satellite broadcast the signal that is measured at the receiver, 485

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