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Actually, all three of these securing communication processes are independent of each other This means that you may set up HTTPS access to Oracle BI and set up SSL communication to your LDAP server This would enable encrypted communication for the first and third points, but not the second If you decided it is important to provide encryption between the Oracle BI components the second point the SSL Everywhere feature documents how to set up that configuration

(221s)

This approximationcan be substituted into Eq (2214)to give Ti r-2Ti aTi*1

Several components of the BI environment live outside the realm of Oracle BI Secure communication with these components requires separate configuration Three external components that come quickly to mind are LDAP, e-mail, and databases As you know, passwords are passed to the LDAP server in plaintext The only way to protect the password as it is sent from the Oracle BI server and the LDAP server is to use SSL communication between them This is configured in the Administrator tool while setting up the LDAP server E-mail is a common delivery mechanism for presenting content and alerts When using Oracle Delivers, the scheduling and alerting component of Oracle BI, to run scheduled jobs and deliver reports via e-mail, you may consider encrypting the communication between Oracle BI and the e-mail server SSL communication with the e-mail server is set up as part of the normal scheduler service configuration Specifically, you specify SSL certificates on the Advanced tab of the Mail configuration section in Job Manager, as shown in Figure 13-10

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+ h ' ( T n* 4 ) : 0

Thus, the differential equationhas been convertedinto an algebraicequationCollecting termsgives -Ti t I Q + h' Lx2)Ti - Ti+r : h' Lr2Tn (2216)

Options are not necessarily traded in volume at every strike price In fact, if you watch the open interest of options carefully, you will notice that certain strike prices will have very little volume or open interest This means that there can be fairly wide differences in the bid and offer on a particular strike price Be patient with selling options and wait for the buyer to come to you if the option has a wide bid offer or thin trading If the buyer wants the option, he or she will eventually pay to get to it As the seller, the less premium you receive, the more risk you have If you use analysis software, take time to run a theoretical value and then check the current bid and offer for the particular strike price If the values are weaker on

13:

This equationcan be written for eachof the rr - I interior nodesof the rod The first and last nodesTs and 7,, respectively, specifiedby the boundaryconditionsTherefore,the are problem reducesto solving n - 1 simultaneous linear algebraicequationsfor the n - I unknowns Before providing an example,we should mention two nice featuresof Eq (2216) First, observethat since the nodes are numberedconsecutively, and since each equation (i consists a node(i) and its adjoiningneighbors - I andi + 1), the resulting oflinof set ear algebraicequations will be tridiagonalAs suchthey can be solved with the efficient (recallSec94) algorithms that areavailable suchsystems for Ftrrtlrer, inspection the coefficients the left-handsideof Eq (2216)indicates on of that the systemof linearequations will alsobe diagonallydominant Hence,convergent solutions can also be generated with iterativetechniques the Gauss-Seidel like method(Sec12l) EXAMPLE 25 2 F i n i t e - D i f f e r e n c e p r o x i m o t i o no f B o u n d o r y - V o l uP r o b l e m s Ap e Problem Stotement Use the finite-difference approach solve the sameproblem as in to Examples 221and222Usefour interiornodeswith a segment lengthof Lx : ) 111 in Solution Employing the parameters Example 221 and Ax:2m, Eq(ZZ | 6) fbr eachof the rod's interior nodesFor example,for node l: -To l22Tr - Tz: 40 Substituting boundary the conditionIt : 300 gives 2 2 7 1- T z : 3 4 0 we can write

After writing Eq (2216) for the other interior nodes,the equationscan be assembled irr matrix form as

FIGURE 13-10

0 -r 22 -1

Notice that the matrix is both tridiagonaland dia-qonally dominant MATLAB can be usedto senerate solution: the

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