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Nevertheless, unlike Code 39, Code 128 is able to encode lowercase letters a through z. Besides, one digit of checksum should be included in the Code 128 . The checksum is calculated according to the data character and the start character based on modulo 103 calculation.

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Consider again our simpli ed banking system and transaction Ti that transfers $50 from account A to account B, with initial values of A and B being $1000 and $2000, respectively Suppose that a system crash has occurred during the execution of Ti , after output(BA ) has taken place, but before output(BB ) was executed, where BA and BB denote the buffer blocks on which A and B reside Since the memory contents were lost, we do not know the fate of the transaction; thus, we could invoke one of two possible recovery procedures: Reexecute Ti This procedure will result in the value of A becoming $900, rather than $950 Thus, the system enters an inconsistent state Do not reexecute Ti The current system state has values of $950 and $2000 for A and B, respectively Thus, the system enters an inconsistent state In either case, the database is left in an inconsistent state, and thus this simple recovery scheme does not work The reason for this dif culty is that we have modi ed the database without having assurance that the transaction will indeed commit Our goal is to perform either all or no database modi cations made by Ti However, if Ti performed multiple database modi cations, several output operations may be required, and a failure may occur after some of these modi cations have been made, but before all of them are made To achieve our goal of atomicity, we must rst output information describing the modi cations to stable storage, without modifying the database itself As we shall see, this procedure will allow us to output all the modi cations made by a committed transaction, despite failures There are two ways to perform such outputs; we study them in Sections 174 and 175 In these two sections, we shall assume that.

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We call this quantity the capacitive reactance The negative sign results from the phase shift that occurs relating voltage to current Now consider an inductor carrying a current i(t) = I sin( t + ) The voltage across the inductor is given by v(t) = L di = L I cos( t + ) dt

Authentication refers to the task of verifying the identity of a person/software connecting to a database The simplest form of authentication consists of a secret password which must be presented when a connection is opened to a database

The McGraw Hill Companies, 2001

6

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Alternatively, if you want to encode GS1-compatible QR Code, Data Matrix, GS1-​Databar, GS1-128/EAN-128 or ITF-14, please follow the basic Java class ...

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Following the same logic used when considering a capacitor, we note that the maximum voltage in the inductor is V = L I Once again this is an Ohm s law type relation with resistance R = L We call this the inductive reactance X L = L (730)

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Password-based authentication is used widely by operating systems as well as databases However, the use of passwords has some drawbacks, especially over a network If an eavesdropper is able to sniff the data being sent over the network, she may be able to nd the password as it is being sent across the network Once the eavesdropper has a user name and password, she can connect to the database, pretending to be the legitimate user A more secure scheme involves a challenge-response system The database system sends a challenge string to the user The user encrypts the challenge string using a secret password as encryption key, and then returns the result The database system can verify the authenticity of the user by decrypting the string with the same secret password, and checking the result with the original challenge string This scheme ensures that no passwords travel across the network Public-key systems can be used for encryption in challenge response systems The database system encrypts a challenge string using the user s public key and sends it to the user The user decrypts the string using her private key, and returns the result to the database system The database system then checks the response This scheme has the added bene t of not storing the secret password in the database, where it could potentially be seen by system administrators Another interesting application of public-key encryption is in digital signatures to verify authenticity of data; digital signatures play the electronic role of physical signatures on documents The private key is used to sign data, and the signed data can be made public Anyone can verify them by the public key, but no one could have generated the signed data without having the private key Thus, we can authenticate the data; that is, we can verify that the data were indeed created by the person who claims to have created them Furthermore, digital signatures also serve to ensure nonrepudiation That is, in case the person who created the data later claims she did not create it (the electronic equivalent of claiming not to have signed the check), we can prove that that person must have created the data (unless her private key was leaked to others).

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