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Each class defines an eval() member function that solves the query for the operation each represents The eval() member function for NameQuery, for example, simply returns the location vector of line and column numbers at which the word occurs (see Section 68) The OrQuery eval() member function, however, must build up a union of the location vectors of its two operands, and so on Thus the query

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When the destination node receives a tuple that is linearly dependent on another tuple already received, it discards the new tuple because it does not contain innovative information and is thus of no use (see Section 442 on the decoding process for further details) This directly impacts on the decoding time, causing the destination node to wait for more packets than strictly necessary to be able to do the decoding A simple algorithm to generate such coef cients is proposed in reference 48 and gives rise to the socalled Random Linear Coding Each node in the network selects uniformly at random its coef cients over the eld GF(2s ) in a completely independent and decentralized manner Simulation results indicate that even for small eld sizes (eg, with s = 8), the probability of selecting linearly dependent combinations is negligible.

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consists of an OrQuery class object containing two NameQuery objects as its operands This supports simple queries, but presents a problem when handling compound queries such as the following:

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (798 / 1065) [2001-3-29 11:32:12]

This query consists of two subqueries: the OrQuery object containing the NameQuery objects Alice and Emma, and the AndQuery object The right operand of the AndQuery is the NameQuery Weeks

AndQuery OrQuery NameQuery ("Alice") NameQuery ("Emma") NameQuery ("Weeks")

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Other approaches have been proposed in references 45 and 49 The rst one refers to a centralized algorithm where a single entity decides which coef cients each node in the network has to assign The latter describes deterministic decentralized algorithms that apply to restricted families of network con gurations Generations Generation is the name assigned to a set of vectors (packets) that are encoded together at a source node Typically, in fact, a source node produces a continuous ow of packets but obviously it cannot apply encoding to them all at the same time because otherwise (i) it should wait for the entire packet ow to be generated to perform encoding, thus causing long delay to transmission, and (ii) it should generate far long encoding vectors to include in outgoing packets This would cause severe overhead in transmission.

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The left operand, however, is the OrQuery object that precedes it It could as easily represent a NotQuery or another AndQuery object as well How can we internally represent an operand when it can be one of four possible query class types Our problem is twofold: 1 We need to be able to declare the type of the operand within the OrQuery, AndQuery, and NotQuery classes such that each can hold each of the four different query class types 2 We need to be able to invoke the class-specific instance of the eval() member function at run-time for each operand through whatever solution we come up with in item 1 A non-object-oriented solution is to define the operand type to be a union, and to provide a discriminant to indicate the actual type of the operand:

// a non-object-oriented solution union op_type { // union cannot contain class objects with // associated constructors NotQuery *nq; OrQuery *oq; AndQuery *aq; string *word; }; enum opTypes { Not_query=1, Or_query, And_query, Name_query }; class AndQuery { public: // private: /* * op_types contain the actual operands of the query * opTypes identify the type of each operand */ op_type _lop, _rop; opTypes _lop_type, _rop_type; };

Alternatively, we can do away with the union, and store the object through a void* pointer, as follows:

file:///F|/WinDDK/resources/CPPPrimer/c++primerhtm (799 / 1065) [2001-3-29 11:32:12]

Therefore, source vectors are grouped into generations and each generation has a corresponding matrix (that includes all the encoding vectors) To allow successful decoding at destination, it is necessary that only vectors (packets) belonging to the same generation are combined This implies that packets should carry some information about the generation they belong to or, at least, this should be deducible in some other way so that intermediate nodes do not encode together packets of different generations, thus making them impossible to decode 442 Decoding Process In network coding, decoding is only needed at destination Suppose n source data packets have been generated in the network Let them be, M 0 , M 1 , , Mn 1 with.

class AndQuery { public: // private: void *_lop, *_rop; opTypes _lop_type, _rop_type; };

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