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The private and public keywords control access to the class members Members that occur in a public section of the class body can be accessed from anywhere within the general program Members that occur in the private section can be accessed only by the member functions (and friends) of the class (we're not going to explain friends until Section 152) Generally, the public members provide the class public interface that is, the set of operations that implement the behavior of the class This consists of all or a subset of the member functions of the class The private members provide the private implementation that is, the data within which information is stored This division between the public interface and private implementation of a class is referred to as information hiding Information hiding is an important software engineering concept that we look at in more detail in the later chapters of this text Briefly, it provides two primary benefits for our programs 1 If the private implementation of the class needs to be modified or extended, only the relatively small number of member functions requiring access to that implementation needs to be modified; the many user programs making use of our class generally do not need to be modified, although they may require recompiliation (we illustrate this in Section 618) 2 If there is an error in the state of the private class implementation, the amount of program code we need to examine in general is localized to the relatively small number of member functions requiring access to that implementation; the entire program need not be examined What are the data members necessary to represent our IntArray class When declaring an IntArray object, the user will specify a size We'll need to store that; we'll define a data member to do just that In addition, we'll need to actually allocate and store the underlying array This will be accomplished using the new expression; we'll define a pointer data member to store the address value the new expression returns:.

class IntArray {\ public:

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Table Arithmetic Operators Operator * / % + Function multiplication division remainder addition subtraction Use expr * expr expr / expr expr % expr expr + expr expr expr

Division between integers results in an integer If the quotient contains a fractional part, it is truncated For example:

(6.41)

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10.3.2.4 Session Resumption: EAP-TTLS Support for Mobility EAP-TTLS specification also provides support for a quicker negotiation if the client and TTLS server have already established a session earlier. Assuming that the session is not stale and the server has not completely erased all the records on the session, the client can invite the server to resume a previous session by including the identifier for the session (session ID) in a client hello message, which is the first message in TLS handshake. As mentioned earlier, the TLS session is established between the client and the TTLS server and hence the identity of the current NAS (or AP) does not affect any of the session characteristics. After handing over to a new AP, the client simply resumes the earlier session with the server (the TTLS server is the same) without the need for a new tunneled authentication to the TTLS server. Note that the TTLS server does not retain all the information regarding the key distribution for the client and therefore, the client must send some of the related information to the server. Also the TTLS server must still convey the session authorization information, such as the maximum allowed bandwidth, the maximum session time, and so on, to the new AP. The reader is referred to [EAPTTLSDR] for more details.

int ival1 = 21 / 6; int ival2 = 21 / 7;

result in both ival1 and ival2 being initialized with a value of 3 The % operator computes the remainder of division between two values; the first value is divided by the second This operator can be applied only to operands of the integral types (char, short, int, and long) When both operands are positive, the result is positive If either (or both) operand is negative, however, the sign of the remainder is machine-dependent; portability, therefore, is not guaranteed The % operator is alternatively spoken of as the modulus, or the remainder, operator

where L is the total number of graph nodes. This is the mean graph node discriminant ratio and is a characteristic measure for a particular graph setup of some reference person r. The measure de ned in Eq. (6.41) creates an ordering relationship between graphs. That is, for two graphs g1 and g2 of a reference person r if Eg1 < Eg2 , the graph g2 is considered more discriminant than the graph g1 . Practically, the nodes of the graph g2 are placed in more discriminant facial points than the nodes of g1 . Figure 6.8 shows two different graph setups g1 and g2 with different Eg values. Both graphs have 64 nodes. The graph depicted in Figure 6.8b is found experimentally to be more discriminant than the rectangular graph depicted in Figure 6.8a since Eg1 < Eg2 . In the following, the steps of the algorithm proposed in reference 44 are described in more detail. This procedure should be repeated for every reference person r in

314 % 3; // compile-time error: floating point operand 21 % 6; // ok: result is 3 21 % 7; // ok: result is 0 21 % -5; // machine-dependent: result is -1 or 1 int ival = 1024; double dval = 314159; ival % 12; // ok: returns a value between 0 and 11 ival % dval; // compile-time error: floating point operand

In certain instances, the evaluation of an arithmetic expression will result in an incorrect or undefined value These occurrences are referred to as arithmetic exceptions (but do not result in an actual exception being thrown) An arithmetic exception may be due to the nature of mathematics such as division by zero or due to the nature of computers such as overflow (in which the value is larger than the size of the type of the object being assigned) For example, a char of 8 bits, depending on whether it is signed or unsigned, may contain a maximum value of either 127 or 255 The following multiplication assigns a char the value 256, resulting in an overflow:

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