Programmerdefined classes

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Programmer-defined classes

• Part 3

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A class for representing Fractions
public class Fraction private int
numerator private int denominator public
Fraction(int num, int denom)
setNumerator(num) setDenominator(deno
m) public int getDenominator( ) return
denominator public int getNumerator( )
return numerator
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// continued from previous slide
public void setDenominator(int denom)
if (denom 0) //Fatal error
System.err.println("Fatal Error")
System.exit(1) denominator
denom public void setNumerator(int
num) numerator num public
String toString( ) return
getNumerator() "/" getDenominator()
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Additional methods for Fraction

• The basic set of methods defined thus far give us
  ways to construct, set values, and print out (via
  the toString method) Fraction objects
• A richer set of methods would give us
  functionality comparable to the other numeric
  types (int, double, etc.)
• The next slide illustrates a method for
  simplifying a Fraction rather than having it
  alter the calling object, well make it return a
  new Fraction object
• The methods that add, subtract, multiply and
  divide Fractions should return Fraction results
  so they will also be object-returning methods

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The simplify() method (with helper method gcd())
public Fraction simplify( ) int num
getNumerator() int denom
getDenominator() int gcd gcd(num,
denom) Fraction simp new
Fraction (num/gcd, denom/gcd) return
simp
private static int gcd (int m, int n) int
r while (true) r nm if (r 0)
break nm mr return m
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Arithmetic algorithms for Fractions

• The next several slides illustrate arithmetic
  methods for our Fraction class, based on the
  following formulae
• Addition a/b c/d (ad cb)/bd
• Subtraction a/b c/d (ad cb)/bd
• Multiplication a/b c/d ac/bd
• Division a/b / c/d ad/bc
• We will define four Fraction-returning methods
  plus, minus, times, and dividedBy

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Calling the arithmetic methods

• Client code that uses Fraction objects might
  include instructions like these
• Fraction f1, f2, f3
• f3 f1.plus(f2)
• f2 f3.times(f1)
• f1 f2.minus(f3)
• f3 f1.dividedBy(f2)

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Javas keyword this

• Each of our arithmetic methods corresponds to a
  binary arithmetic operation
• Binary operations take two operands they will be
  represented in our methods by the calling object
  and the argument
• We will need to access the numerator and
  denominator of both objects to perform the
  arithmetic operations
• We can use the keyword this to access data
  components of the calling object

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The plus method
public Fraction plus (Fraction f) int n1, n2,
d1, d2 // numerators denominators of the 2
Fractions Fraction sum // result to be
returned n1 this.numerator // numerator of
calling object n2 f.numerator // numerator of
argument d1 this.denominator // from calling
object d2 f.denominator // from
argument sum new Fraction(n1d2 n2d1,
d1d2) return sum
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Optional use of this

• In the previous example, the use of keyword this
  was actually optional
• The next couple of slides illustrate the
  implementation of arithmetic Fraction methods
  without using this

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The minus method
public Fraction minus (Fraction f) int n1, n2,
d1, d2 // numerators denominators of the 2
Fractions Fraction difference // result to
be returned n1 numerator // numerator of
calling object n2 f.numerator // numerator of
argument d1 denominator // from calling
object d2 f.denominator // from
argument difference new Fraction(n1d2 -
n2d1, d1d2) return difference
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The times method
public Fraction times (Fraction f) int n1, n2,
d1, d2 // numerators denominators of the 2
Fractions Fraction product // result to be
returned n1 getNumerator() // numerator of
calling object n2 f.getNumerator() //
numerator of argument d1 getDenominator()
// from calling object d2 f.getDenominator()
// from argument product new Fraction(n1n2,
d1d2) return product
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To this or not to this?

• As the last two slides illustrate, the use of
  keyword this to represent the calling object is
  optional
• In fact, its only optional from our point of
  view if we dont insert it (as was the case in
  the plus method), the compiler will insert it for
  us so in fact, all three methods use this,
  whether implicitly or explicitly

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Another use of this avoiding scope clashes

• You may recall that a local variable with the
  same name as a variable with wider scope will
  hide the more famous variable within its local
  block
• You can use the keyword this to avoid such a
  scope clash
• For example, we could have written the set
  methods like this
• void setNumerator (int numerator)
• this.numerator numerator

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Method overloading

• The term overloading refers to the use of a
  program symbol (usually an identifier) to mean
  more than one thing
• Although Java doesnt support programmer-defined
  operator overloading (as C does), we can still
  use the operator to illustrate the point
• it means addition
• it also means concatenation
• context determines which meaning applies

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Method overloading

• Methods can be overloaded, as follows
• they can have the same name
• their parameter lists must differ in some
  significant way
• type(s) of argument(s)
• number of arguments
• they can represent completely different algorithms

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Example plus method

• We have already defined method plus, which
  produces the sum of the calling object and
  another Fraction (the argument to the method)
• To make our Fraction class more versatile, we can
  overload this method so that it can be used to
  add a calling Fraction object and an int
  argument, as illustrated on the next slide

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Overloaded plus method
public Fraction plus (int num) Fraction sum
new Fraction (num, 1) sum sum.plus(this) ret
urn sum
In this instance, the overloaded method
incorporates a call to the original method. The
compiler distinguishes between the two methods by
examining each methods parameter list. Since
the message embedded in the overloaded method is
using a Fraction argument (this), the compiler
looks for a method named plus with a Fraction
parameter, which is easily distinguished from the
int parameter in the new method.
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Using the plus method

• Client programmers can now call plus using either
  a Fraction or int argument, as in the examples
  below
• Fraction f1 new Fraction (2,3),
• f2 new Fraction (3,4)
• f1 f1.plus(5)
• f2 f1.plus(f2.plus(6))
• We can overload the other arithmetic methods in a
  similar fashion

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Overloading constructors

• Although all the classes we have looked at so far
  have included a single constructor, it is quite
  common to have multiple constructors for an
  object
• Since a constructor always has the same name as
  its class, then multiple constructors must by
  definition be overloaded methods

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Additional constructors for Fraction class
// default constructor (requires no
arguments) public Fraction () numerator
1 denominator 1 // copy constructor
creates a duplicate object of its argument public
Fraction (Fraction f) numerator
f.numerator denominator f.denominator //
constructor with int argument creates
num/1 public Fraction (int num) numerator
num denominator 1
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Examples of calls to Fraction constructors
Fraction f1 new Fraction (2, 3) // calls
original constructor because there are // two
int arguments Fraction f2 new Fraction() //
calls default constructor creates object
with // numerator denominator both equal to
1 Fraction f3 new Fraction(5) // calls
constructor with single int parameter //
creates object with data value 5/1 Fraction f4
new Fraction(f1) // calls copy constructor
creates object identical to f1
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Alternate definitions for constructors
Another use for keyword this is in the definition
of multiple constructors. Consider the
definition of the original constructor public
Fraction (int n, int d) setNumerator
(n) setDenominator (d) Since this
constructor already exists, we can use it to
define additional constructors. For
example public Fraction () this (1,
1) This is a different way to define the
default constructor
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Class methods

• As we have previously seen, methods declared with
  the static keyword are class methods rather than
  instance methods
• class methods are not part of any object
• class methods exist independent of any object
• all objects of a class share a single copy of any
  class method
• The private helper method gcd is an example of a
  static method

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Method gcd
The method is declared private because it only
exists as a helper method for the simplify
method it isnt supposed to be available to
client programmers. It is declared static
because it is unnecessary to include a new copy
of this method for every Fraction object.
private static int gcd (int m, int n) int
r while (true) r nm if (r 0)
break nm mr return m
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A method for comparing two Fractions

• Strategy pass two Fraction objects to the
  method, which returns an int value, as follows
• 0 if the Fractions are equal
• 1 if the first argument is greater than the
  second
• -1 if the first argument is less than the second
• Since neither object is the calling object, it
  makes sense to make this a static method, since
  then no calling object is necessary
• Another private helper method, toDouble, is used
  to accomplish the task

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The compareTo method
public static int compareTo (Fraction f1,
Fraction f2) double x f1.toDouble() double
y f2.toDouble() int result if (x gt
y) result 1 else if (x lt y) result
-1 else result 0 return result
private double toDouble() double
result result (double)numerator /
denominator return result
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Notes on class methods

• Class methods can only access class variables and
  constants, and cannot call instance methods of
  the same class (except by declaring objects and
  having them call the methods)
• Instance methods can call all other methods of
  the same class (without declaring new objects)

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Organizing Classes into a Package

• For a class A to use class B, their bytecode
  files must be located in the same directory.
• This is not practical if we want to reuse
  programmer-defined classes in many different
  programs

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Organizing Classes into a Package

• The correct way to reuse programmer-defined
  classes from many different programs is to place
  reusable classes in a package.
• A package is a Java class library.

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Creating a Package
The following steps illustrate the process of
creating a package named myutil that includes the
Fraction class.

• 1. Include the statement
• package myutil
• as the first statement of the source file for
  the Fraction class.
• 2. The class declaration must include the
  visibility modifier public as
• public class Fraction
• ...

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Creating a Package

• 3. Create a folder named myutil, the same name as
  the package name. In Java, the package must have
  a one-to-one correspondence with the folder.
• 4. Place the modified Fraction class into the
  myutil folder and compile it.
• 5. Modify the CLASSPATH environment variable to
  include the folder that contains the myutil
  folder.

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Using Javadoc Comments

• Many of the programmer-defined classes we design
  are intended to be used by other programmers.
• It is, therefore, very important to provide
  meaningful documentation to the client
  programmers so they can understand how to use our
  classes correctly.

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Using Javadoc Comments

• By adding javadoc comments to the classes we
  design, we can provide a consistent style of
  documenting the classes.
• Once the javadoc comments are added to a class,
  we can generate HTML files for documentation by
  using the javadoc command.

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javadoc for Fraction

• This is a portion of the HTML documentation for
  the Fraction class shown in a browser.
• This HTML file is produced by processing the
  javadoc comments in the source file of the
  Fraction class.

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javadoc Tags

• The javadoc comments begins with / and ends
  with /
• Special information such as the authors,
  parameters, return values, and others are
  indicated by the _at_ marker
• _at_param
• _at_author
• _at_return
• etc

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Example javadoc Source
. . . / Returns the sum of this Fraction
and the parameter frac. The sum returned is NOT
simplified. _at_param frac the Fraction to add
to this Fraction _at_return the
sum of this and frac / public Fraction
add(Fraction frac) ... . . .
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Example javadoc Output