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orderMastersetOr_o_outlet_code( resultSetgetlnt ("or_o_outlet_code")); orderMastersetOr_order_date( resultSetgetTimestamp("or_order_date")); orderMastersetOr_delivery(resultSetgetString("or_delivery")); orderMastersetOr_status(resultSetgetString("or_status")); orderMastersetOr_remarks(resultSetgetString("or_remarks")); orderMastersetOr_price(resultSetgetFloat("or_price")); resultSetclose(); pstmtclose(); customer = findCustomer(orderMaster); orderDetailVector = new Vector(); orderDetailNumber = 0; select = "select * from order_detail " + " where od_or_number = order by od_number"; pstmt = connpreparestatement(select); pstmtsetLong(1, orderNum); resultSet = pstmtexecuteQuery(); whilefresultSetnext()) { OrderDetail orderDetail = new OrderDetail(); orderDetailsetOd_number(orderDetailNumber); orderDetail setOd_or_number (orderNum) ,Pizza pizza = new PizzaO; pizza setP_name (resultSet getString ("od__p_name")); pizzasetP_size(resultSetgetString("od_p_size")) ; orderDetailsetOd_pizza(pizza); orderDetailsetOd_quantity(resultSetgetlnt("od_quantity")); orderDetailsetOd_dough(resultSetgetStringt"od_dough")); if(orderMastergetOr_status()equals("Delivered")) { orderDetailsetOd_price(-lOf); } else { //this is the "enable-call-by-reference=true" optimized version: //pizzaServicesupdatePrice(orderDetail, new javautilDate()); //this is the "enable-call-by-reference=false" standard version: orderDetail = pizzaServicesgetUpdatedPrice(orderDetail, new javautilDate()); orderDetailVectoraddElement(orderDetail); orderDetailNumber++; resultSetclose(); pstmtcloset); conncloset) ,-updatePrice(); isNew = false; } catch(Exception e) { Systemerrprintln(e); throw new P2GException("Order not found"); if (orderMaster == null) throw new P2GException("Order not found"); }

The assumption is that the caller of this method already has the knowledge of the order number Therefore the exception thrown when the order does not exist is there only for code robustness

ARRAY x1[n1] + x2[n2] + = x,

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The second e jbCreate () method has two ways to calculate the order price by calling one of two new methods in PizzaServicesSL: Q Q The code above calls getUpdatedPrice () This corresponds to the standard way of calling EJB methods, that is, by value The result is returned and the orderDetail variable is updated The second method uses a feature of the WebLogic Server that allows calling by reference Nothing needs to be returned as both caller and called reference the same object This can only be used when the caller and called are in the same Virtual Machine

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declares concatenated subvectors x1, x2, together with a vector x of dimension n1 + n2 + whose elements overlay the subvectors x1, x2, , starting with x1 One can then access, say, x2[3] also as x[n1+3] Subvectors are particularly useful in neural-network simulations (Section 6-2) The second type of equivalence declaration

where Ci is a condition that needs to be satis ed Conditions are usually statements that are true or false depending on values that speci c network or system parameters take For example, a condition might be true, when a node has been compromised (as detected by the IDS), the CPU utilization goes above 70 percent, or a link is loaded more than 80 percent Ai are actions that the policy system needs to implement These could be revoking the credentials of a compromised node, performing network recon gurations or changes in system con guration parameters, or implementing new rewall rules A simple condition action rule can be the following:

In Java, arguments in a method call are always passed by reference, except when the argument is a Java primitive In contrast, the EJB specification states that arguments are passed to an EJB business method by value The method argument must be one of the legal types specified by RMI/IIOP, that is, that can be serialized and sent between virtual machines WebLogic takes advantage of the default argument passing mechanism in Java when the EJB method caller and EJB instance are in the same virtual machine

allows one to access a two-dimensional array and its elements both as an n m matrix V and as a vector v with dimension nm Then equivalent vector expressions with the convenient Vector and Vectr d/dt operations to relate and modify matrices can be used This technique can often (not always) replace matrix assignments Applications include image processing, fuzzy-logic models (Section 7-7), and landscape modeling (Section 7-15) Note that both concatenated subvectors and equivalent array vectors allow identification of maximum and minimum elements of large arrays by the method of Section 3-8

In this second case, the deployment descriptor of the PizzaServicesSL EJB has to have the following entry (in its weblogic-ejb- jarxml):

This is the default value and usually results in a big performance improvement, as PizzaServicesSL can update the shared price inside the method without needing a return value

If (node A has been compromised) then (revoke credentials of node A) and (migrate server from node A to node B)

VECTORS IN PHYSICS AND CONTROL-SYSTEM PROBLEMS 3-12 Vectors in Physics Problems Vectors such as forces or velocities are not just useful shorthand notations for multiple equations; they are intuitively meaningful abstractions Many relations used in physics problems are most easily understood when we represent them in vector form, for example,

//this is the "enable-call-by-reference=true" optimized version: pizzaServicesupdatePrice(orderDetail, new JavautilDate( ) ) ;

The two versions of the method are: /**

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