Figure 2.14 Pipelining In the figure T SEQ is the time for the algorithm to execute sequentially. T PS is the time for each pipeline stage to execute. T PIPE is the time to flow through the pipe. The calculation of the time complexity sequence to process n inputs yields
International Sales 1-317-428-3341 international@pearsontechgroup.com Executive Editor Michael Stephens Acquisitions Editor Carol Ackerman Development Editor Songlin Qiu Managing Editor [r]
2.6.3.5 Message Passing in Efficient Hypercubes The code to simulate message passing in an efficient hypercube is shown in Code List 2.8. The output of the program is shown in Code List 2.9. The path for communicating from 0 to 63 is given as 0-1-3-7-15-31-63 as s[r]
array selector by the array name followed by the respective component's index i, and we write x i or x[i]. Because of the first, conventional notation, a component of an array component is therefore also called a subscripted variable. The common way of operating wit[r]
The message passing algorithm still works under certain circumstances even when the hypercube has nodes that are faulty. This is discussed in the next section. 2.6.3 Efficient Hypercubes This section presents the analysis of the class of hypercubes for which the message passing[r]
In addition, Cgal offers a collection of basic geometric data structures and algorithms such as convex hull, polygons and polyhedra and operations on them (Boolean operations, polygon offsetting), 2D arrangements, 2D and 3D triangulations, Voro[r]
ISBN: 0849371716 Pub Date: 08/01/93 Previous Table of Contents Next 2.5.3.1 Full Crossbar A full crossbar topology provides connections between any two processors. This is the most complex connection topology and requires (n (n - 1) / 2 connections. A full crossba[r]
CHAPTER 11 Graphs and Graph Algorithms The study of networks has become one of the great scientific hotbeds of this century, though mathematicians and others have been studying networks for many hundreds of years. Recent developments in computer technology (the Inte[r]
To store an element in the hash table, the key is mapped into a number in the range of 0 to the hash table size using a function called a hash function ... However, because there are an [r]
that subdivide the work required of a program. The main idea behind this tool is to have each card represent a component, which will ultimately become a class in our program. We write the name of each component on the top of an index card. On the left-hand side of the card, we begin writin[r]
The operations can be done in hex as well as binary. For 8-bit 2’s complement one has with all the operations performed in hex. After a little familiarity, hex numbers are generally easier to manipulate. To take the one’s complement one handles each hex digit at a time. If w is a[r]
1.2.1.1 IEEE 32 Bit Standard The IEEE 32-bit standard is often referred to as single precision format. It consists of a 23-bit fraction or mantissa, f , an 8-bit biased exponent, e , and a sign bit, s . Results are normalized after each operation. This means that the most sig[r]
Figure 1.2 Memory Implementation for Variable t Figure 1.3 Mapping of each Union Entry The organization of each union entry is shown in Figure 1.3. For the union declaration t there are only eight bytes stored in memory. These eight bytes can be interpreted as eight individua[r]
C HAPTER - BY -C HAPTER O RGANIZATION Chapter 1 introduces the reader to the concept of the data structure as a collection of data. The concepts of linear and nonlinear collections are intro- duced. The Collection class is demonstrated. This chapter also introduc[r]
Eq. 2.25 admits a solution of the form and matching the boundary conditions in Eq. 2.26 one obtains A growing field of interest is the visualization of algorithms. For instance, one might want to animate the solution to the Tower of Hanoi problem. Each disc move results
The well-ordering property is required for the inductive property to work. For example consider the method of infinite descent which uses an inductive type approach. In this method it is required to demonstrate that a specific property cannot hold for a positive integer. The approach i[r]