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REMOVAL FROM A HEAP The heap removal algorithm always removes the root element from the tree. This is done by moving the last leaf element into the root element and then restoring the heap property by percolating the new root element down the tree until it is no longer younger (i.e., its key is less) than its children. On each iteration, the parent is swapped with the older of its two children. EXAMPLE 13.5 Removing from a Heap

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How large a count can a 16-bit computer maintain Here s the number, broken into two 8-bit chunks (bytes) for legibility: 1111111 11111111 This number is 32,768 (215), plus 16,384, plus 8192, plus 4096, plus 2048, plus 1024, plus 256, plus 255 (the lower 8 bits we already computed above) 65,535 That s a much bigger number than the maximum number an 8-bit computer can work with, but it s still pretty small for some jobs You d never be able to use a 16-bit computer for census work, for instance, without some workaround Today, most computers we re familiar with use a 32-bit word size The maximum count possible with 32 bits is over 4 billion.

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Figure 13.6 shows how the root element (key 88) would be removed from a heap. The last leaf (key 44) is removed and copied into the root, replacing the previous root (key 88), which is removed. Then, to restore the heap property, the element 44 is swapped with the larger of its two children (77). That step is repeated until the element 44 is no longer smaller than any of its children. In this case, the result is that 44 ends up as a leaf again.

Fig. 3-16 We construct, on Fig. 3-16, a dc load line having vCB intercept VCC 12 V and iC intercept VCC =RC 6 mA. The abscissa of the Q point is given by KVL around the transistor terminals: VCBQ VCEQ VBEQ 6:4 0:3 6:1 V With the Q point de ned, we read IEQ 3 mA from the graph. leads to RE Now KVL around the emitter-base loop

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Note that the removal affects only the nodes along a single root-to-leaf path. That gives us this result from Corollary 11.2 on page 202: Theorem 13.1 Insertions into and removals from a heap run in O(lgn) time. PRIORITY QUEUES A stack is a LIFO container: The last one in comes out first. A queue is a FIFO container: The first one in comes out first. A priority queue is a BIFO container : The best one in comes

The next generation computers will likely use a 64-bit word size, and the maximum count possible with 64 bits is something like a trillion billions! The ability to represent a large number directly is nice, but it comes at a cost of bit efficiency Here s what the number 6 looks like in a 32-bit word: 00000000000000000000000000000110 There are a lot of wasted bits (leading zeros) there! When memory was more expensive, engineers used to see bit-efficiency as a consideration, but memory is now so inexpensive that it usually is no longer a concern INTEGER DATA FORMATS So far our discussion has been of whole numbers only, and even of positive whole numbers Computers need to keep track of the sign of a number, and must also be able to represent fractional values (real numbers).

The circuit of Fig. 3-17 uses current- (or shunt-) feedback bias. The Si transistor has ICEO % 0, VCEsat % 0, and hFE 100. If RC 2 k and VCC 12 V, size RF for ideal maximum symmetrical swing (that is, location of the quiescent point such that VCEQ VCC =2 .

definitions:

Fig. 3-17

public class Primes { private static final int SIZE = 1000; private static int size = SIZE; private static BitSet sieve = new BitSet(size); private static int last = 1;

Application of KVL to the collector-emitter bias circuit gives IBQ ICQ RC VCC VCEQ With ICQ hFE IBQ , this leads to IBQ VCC VCEQ 12 6 29:7 A hFE 1 RC 100 1 2 103 VCEQ VBEQ 6 0:7 178:5 k IBQ 29:7 10 6

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