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Let A be a weak entity set with attributes a1 , a2 , , am Let B be the strong entity set on which A depends Let the primary key of B consist of attributes b1 , b2 , , bn We represent the entity set A by a table called A with one column for each attribute of the set: {a1 , a2 , , am } {b1 , b2 , , bn } As an illustration, consider the entity set payment in the E-R diagram of Figure 216 This entity set has three attributes: payment-number, payment-date, and payment-amount The primary key of the loan entity set, on which payment depends, is loan-number Thus, we represent payment by a table with four columns labeled loan-number, paymentnumber, payment-date, and payment-amount, as in Figure 225

Hence, integration, which is the inverse operation to differentiation, results in division by j in the phasor domain Given a sinusoidal function f (t) with phasor transform F we have the phasor transform pair

Let R be a relationship set, let a1 , a2 , , am be the set of attributes formed by the union of the primary keys of each of the entity sets participating in R, and let the descriptive attributes (if any) of R be b1 , b2 , , bn We represent this relationship set by a table called R with one column for each attribute of the set: {a1 , a2 , , am } {b1 , b2 , , bn } As an illustration, consider the relationship set borrower in the E-R diagram of Figure 28 This relationship set involves the following two entity sets: customer, with the primary key customer-id loan, with the primary key loan-number

toolbox, opening the Hollywood FX editor window I just showed you (If the Edit button does not appear in the video toolbox, you have the basic version of Hollywood FX installed and cannot edit your transitions)

The McGraw Hill Companies, 2001

loan-number L-11 L-14 L-15 L-16 L-17 L-17 L-17 L-23 L-93 L-93

t 0

payment-date 7 June 2001 28 May 2001 23 May 2001 18 June 2001 10 May 2001 7 June 2001 17 June 2001 17 May 2001 3 June 2001 13 June 2001 The payment table

Since the relationship set has no attributes, the borrower table has two columns, labeled customer-id and loan-number, as shown in Figure 226

If your system crashes when you are editing transitions, you may want to use the Setup/Edit command and then turn off the selections for rendering as a background task and for using hardware acceleration If doing this solves the problem, it may be possible to turn one (but not both) options back on you ll need to experiment to see which one is the culprit

A relationship set linking a weak entity set to the corresponding strong entity set is treated specially As we noted in Section 26, these relationships are many-to-one and have no descriptive attributes Furthermore, the primary key of a weak entity set includes the primary key of the strong entity set In the E-R diagram of Figure 216, the weak entity set payment is dependent on the strong entity set loan via the relationship set loan-payment The primary key of payment is {loan-number, payment-number}, and the primary key of loan is {loan-number} Since loan-payment has no descriptive attributes, the loan-payment table would have two columns, loan-number and paymentnumber The table for the entity set payment has four columns, loan-number, paymentnumber, payment-date, and payment-amount Every (loan-number, payment-number) combination in loan-payment would also be present in the payment table, and vice versa Thus, the loan-payment table is redundant In general, the table for the relationship set

customer-id 019-28-3746 019-28-3746 244-66-8800 321-12-3123 335-57-7991 555-55-5555 677-89-9011 963-96-3963 Figure 226

(739)

loan-number L-11 L-23 L-93 L-17 L-16 L-14 L-15 L-17

The power that is packed into today s digital video editors is truly amazing One place where this power is very evident is in their ability to apply special effects to video clips At first glance, you may not think that the ability to adjust the color, brightness, contrast, focus, and so on is anything special, but when you realize that

The McGraw Hill Companies, 2001

2

With differentiation and integration turned into simple arithmetic we can do steady-state analysis of sinusoidally excited circuits quite easily The current owing through a capacitor is given by i(t) = C dv dt

linking a weak entity set to its corresponding strong entity set is redundant and does not need to be present in a tabular representation of an E-R diagram