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For example, if one moves a file from one location to another (cut and paste), the new file directory entry must be written and the old file directory entry must be erased Both actions must occur, or neither must occur A journaling file system first writes any intended changes to a write-ahead log file Then it makes the required changes to the file system If the changes to the file system fail for some reason (eg, a total system failure at just the wrong moment), the file system can either recover the changes by redoing the transaction, or roll back the changes to the original state The Windows NT File System (NTFS) incorporates journaling features, and so does Sun s UFS and Apple s Mac OS X There are also several journaling file systems available for Linux.

Inclusion polymorphism and parametric polymorphism are both special cases of universal polymorphism. The other general kind of polymorphism is called ad hoc polymorphism which also has two special kinds, named overloading polymorphism and coercion. These are best illustrated with primitive types. The plus operator (+) is polymorphically overloaded: It means integer addition when used in the form 22 + 33; it means floating point addition when used in the form 2.2 + 3.3; and it means string concatenation when used in the form name + ", Esq.". Coercion occurs when a value of one type is implicitly converted to a value of another type when the context requires that other type. For example, when the compiler evaluates the expression 22 + 3.3, it interprets the plus operator as floating point addition, requiring both operands

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public double xIntercept() { if (isHorizontal()) { throw new RuntimeException("this line is horizontal"); } return -b/m; } public double yIntercept() { if (isVertical()) { throw new RuntimeException("this line is vertical"); } return b; } }

SUMMARY Operating systems are programs designed to make the use of the computer hardware easier, more efficient, and more secure They manage the scheduling of processes, the allocation of memory and other resources to processes, and all input and output of data In addition, operating systems provide a file system for managing programs and data, and various system software utilities for facilitating program development and execution There are several varieties of operating systems, including interactive, batch, and real time Each is designed to best meet the peculiar requirements of its intended use Most modern operating systems support the concept of threads in addition to processes A process represents a set of resources such as memory, open files, common variables, network connections, etc, and a thread represents a particular path of code execution Threading allows for easy sharing of resources among the threads, which are essentially separate cooperating tasks.

public class MyCircle implements Circle { private Point c; // center private double r; // radius public MyCircle() { } public MyCircle(Point c, double r) { this.c = c; this.r = r; } public double area() { return Math.PI*r*r; } public Point center() { return c; } public double circumference() { return 2*Math.PI*r; } public boolean contains(Point point) { double x = point.xCoordinate(); double y = point.yCoordinate(); return x*x + y*y < r*r; } public boolean equals(Object object) { if (object==this) { return true; } else if (!(object instanceof MyCircle)) { return false; } MyCircle that = (MyCircle)object; return (that.c == this.c && that.r == this.r); } public double radius() { return r; }

public String toString() { return String.format("[Center: %.2fx; Radius: %.2f]", c, r); } }

Multiprogramming, multiprocessing, and multithreading require careful consideration of thread and process synchronization techniques These same operating system advances also introduce the possibility of deadlock For process synchronization, most operating systems provide semaphores, a simple, effective construct first proposed by Edgar Dijkstra in 1965..

public class MyPolynomial implements Polynomial { private double[] c; // coefficients public MyPolynomial(double[] a) { // a[i] = coeffficient of x^i int n = c.length; c = new double[n]; System.arraycopy(a, 0, c, 0, n); } public int degree() { return c.length - 1; } public Polynomial derivative() { double da[] = new double[c.length-1]; for (int i=0; i<da.length; i++) { da[i] = (i+1)*c[i+1]; } return new MyPolynomial(da); } public boolean equals(Object object) { if (object==this) { return true; } else if (!(object instanceof MyPolynomial)) { return false; } MyPolynomial that = (MyPolynomial)object; return java.util.Arrays.equals(that.c, this.c); } public Polynomial sum(Polynomial p) { if (!(p instanceof MyPolynomial)) { throw new IllegalArgumentException("use a MyPolynomial object"); } MyPolynomial that = (MyPolynomial)p; double[] pc = that.c; int n = Math.max(c.length, pc.length); MyPolynomial q = new MyPolynomial(new double[n]); for (int i=0; i<n; i++) { q.c[i] = c[i] + pc[i]; } return q; } public String toString() { StringBuilder buf = new StringBuilder(); int n = c.length; if (n > 0 && c[0] != 0.0) { buf.append(c[0]); } if (n > 1 && c[1] != 0.0) { buf.append(String.format(" + %.2f", c[1])); }

CHAP. 1]

CHAP. 6]

for (int i=2; i<n; i++) { if (c[i] != 0.0) { buf.append(String.format(" + %.2f^%d", c[i], i)); } } return buf.toString(); } public double valueAt(double x) { double y = 0.0; for (int i=0; i<c.length; i++) { y += c[i]*Math.pow(x, i); } return y; } }

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