The Way of the Java/Create your own objects
- 1 Create your own objects
- 1.1 Class definitions and object types
- 1.2 Time
- 1.3 Constructors
- 1.4 More constructors
- 1.5 Creating a new object
- 1.6 Printing an object
- 1.7 Operations on objects
- 1.8 Pure functions
- 1.9 Modifiers
- 1.10 Fill-in methods
- 1.11 Which is best?
- 1.12 Incremental development vs. planning
- 1.13 Generalization
- 1.14 Algorithms
- 1.15 Glossary
Create your own objects
Class definitions and object types
Every time you write a class definition, you create a new Object type, with the same name as the class. Way back in Section hello, when we defined the class named Hello, we also created an object type named Hello. We didn't create any variables with type Hello, and we didn't use the new command to create any Hello objects, but we could have!
That example may not make any sense, since there is no reason to create a Hello object, and it is not clear what it would be good for if we did. In this chapter, we will look at some examples of class definitions that create useful new Object types.
Here are the most important ideas in this chapter:
- Defining a new class also creates a new object type
with the same name.
- A class definition is like a template for objects:
it determines what instance variables the objects have and what methods can operate on them.
- Every object belongs to some object type; hence, it
is an instance of some class.
- When you invoke the new command to create an object, Java
invokes a special method called a constructor to initialize the instance variables. You provide one or more constructors as part of the class definition.
- Typically all the methods that operate on a type go in the
class definition for that type.
Here are some syntax issues about class definitions:
- Class names (and hence object types) always begin with a capital
letter, which helps distinguish them from primitive types and variable names.
- You usually put one class definition in each file, and the name
of the file must be the same as the name of the class, with the suffix .java. For example, the Time class is defined in the file named Time.java.
- In any program, one class is designated as the startup
class. The startup class must contain a method named main, which is where the execution of the program begins. Other classes may have a method named main, but they will not be executed.
With those issues out of the way, let's look at an example of a user-defined type, Time.
A common motivation for creating a new Object type is to take several related pieces of data and encapsulate them into an object that can be manipulated (passed as an argument, operated on) as a single unit. We have already seen two built-in types like this, Point and Rectangle.
Another example, which we will implement ourselves, is Time, which is used to record the time of day. The various pieces of information that form a time are the hour, minute and second. Because every Time object will contain these data, we need to create instance variables to hold them.
The first step is to decide what type each variable should be. It seems clear that hour and minute should be integers. Just to keep things interesting, let's make second a double, so we can record fractions of a second.
Instance variables are declared at the beginning of the class definition, outside of any method definition, like this:
class Time int hour, minute; double second;
All by itself, this code fragment is a legal class definition.
After declaring the instance variables, the next step is usually to define a constructor for the new class.
The usual role of a constructor is to initialize the instance variables. The syntax for constructors is similar to that of other methods, with three exceptions:
- The name of the constructor is the same as the name of
- Constructors have no return type and no return value.
- The keyword static is omitted.
Here is an example for the Time class:
public Time () this.hour = 0; this.minute = 0; this.second = 0.0;
Notice that where you would expect to see a return type, between public and Time, there is nothing. That's how we (and the compiler) can tell that this is a constructor.
This constructor does not take any arguments, as indicated by the empty parentheses (). Each line of the constructor initializes an instance variable to an arbitrary default value (in this case, midnight). The name this is a special keyword that is the name of the object we are creating. You can use this the same way you use the name of any other object. For example, you can read and write the instance variables of this, and you can pass this as an argument to other methods.
But you do not declare this and you do not use new to create it. In fact, you are not even allowed to make an assignment to it! this is created by the system; all you have to do is store values in its instance variables.
A common error when writing constructors is to put a return statement at the end. Resist the temptation.
Constructors can be overloaded, just like other methods, which means that you can provide multiple constructors with different parameters. Java knows which constructor to invoke by matching the arguments of the new command with the parameters of the constructors.
It is very common to have one constructor that takes no arguments (shown above), and one constructor that takes a parameter list that is identical to the list of instance variables. For example:
public Time (int hour, int minute, double second) this.hour = hour; this.minute = minute; this.second = second;
The names and types of the parameters are exactly the same as the names and types of the instance variables. All the constructor does is copy the information from the parameters to the instance variables.
If you go back and look at the documentation for Points and Rectangles, you will see that both classes provide constructors like this. Overloading constructors provides the flexibility to create an object first and then fill in the blanks, or to collect all the information before creating the object.
So far this might not seem very interesting, and in fact it is not. Writing constructors is a boring, mechanical process. Once you have written two, you will find that you can churn them out in your sleep, just by looking at the list of instance variables.
Creating a new object
Although constructors look like methods, you never invoke them directly. Instead, when you use the new command, the system allocates space for the new object and then invokes your constructor to initialize the instance variables.
The following program demonstrates two ways to create and initialize Time objects:
class Time int hour, minute; double second; public Time () this.hour = 0; this.minute = 0; this.second = 0.0;
public Time (int hour, int minute, double second) this.hour = hour; this.minute = minute; this.second = second; public static void main (String args) // one way to create and initialize a Time object Time t1 = new Time (); t1.hour = 11; t1.minute = 8; t1.second = 3.14159; System.out.println (t1); // another way to do the same thing Time t2 = new Time (11, 8, 3.14159); System.out.println (t2);
As an exercise, figure out the flow of execution through this program.
In main, the first time we invoke the new command, we provide no arguments, so Java invokes the first constructor. The next few lines assign values to each of the instance variables.
The second time we invoke the new command, we provide arguments that match the parameters of the second constructor. This way of initializing the instance variables is more concise (and slightly more efficient), but it can be harder to read, since it is not as clear which values are assigned to which instance variables.
Printing an object
The output of this program is:
When Java prints the value of a user-defined object type, it prints the name of the type and a special hexadecimal (base 16) code that is unique for each object. This code is not meaningful in itself; in fact, it can vary from machine to machine and even from run to run. But it can be useful for debugging, in case you want to keep track of individual objects.
In order to print objects in a way that is more meaningful to users (as opposed to programmers), you usually want to write a method called something like printTime:
public static void printTime (Time t) System.out.println (t.hour + ":" + t.minute + ":" + t.second);
Compare this method to the version of printTime in Section time.
The output of this method, if we pass either t1 or t2 as an argument, is 11:8:3.14159. Although this is recognizable as a time, it is not quite in the standard format. For example, if the number of minutes or seconds is less than 10, we expect a leading 0 as a place-keeper. Also, we might want to drop the decimal part of the seconds. In other words, we want something like 11:08:03.
In most languages, there are simple ways to control the output format for numbers. In Java there are no simple ways.
Java provides very powerful tools for printing formatted things like times and dates, and also for interpreting formatted input. Unfortunately, these tools are not very easy to use, so I am going to leave them out of this book. If you want, though, you can take a look at the documentation for the Date class in the java.util package.
Operations on objects
Even though we can't print times in an optimal format, we can still write methods that manipulate Time objects. In the next few sections, I will demonstrate several of the possible interfaces for methods that operate on objects. For some operations, you will have a choice of several possible interfaces, so you should consider the pros and cons of each of these:
pure function: Takes objects and/or primitives as arguments but does not modify the objects. The return value is either a primitive or a new object created inside the method.
modifier: Takes objects as arguments and modifies some or all of them. Often returns void. void
fill-in method: One of the arguments is an empty object that gets filled in by the method. Technically, this is a type of modifier.
A method is considered a pure function if the result depends only on the arguments, and it has no side effects like modifying an argument or printing something. The only result of invoking a pure function is the return value.
One example is after, which compares two Times and returns a boolean that indicates whether the first operand comes after the second:
public static boolean after (Time time1, Time time2) if (time1.hour > time2.hour) return true; if (time1.hour < time2.hour) return false;
if (time1.minute > time2.minute) return true; if (time1.minute < time2.minute) return false;
if (time1.second > time2.second) return true; return false;
What is the result of this method if the two times are equal? Does that seem like the appropriate result for this method? If you were writing the documentation for this method, would you mention that case specifically?
A second example is addTime, which calculates the sum of two times. For example, if it is 9:14:30, and your breadmaker takes 3 hours and 35 minutes, you could use addTime to figure out when the bread will be done.
Here is a rough draft of this method that is not quite right:
public static Time addTime (Time t1, Time t2) Time sum = new Time (); sum.hour = t1.hour + t2.hour; sum.minute = t1.minute + t2.minute; sum.second = t1.second + t2.second; return sum;
Although this method returns a Time object, it is not a constructor. You should go back and compare the syntax of a method like this with the syntax of a constructor, because it is easy to get confused.
Here is an example of how to use this method. If currentTime contains the current time and breadTime contains the amount of time it takes for your breadmaker to make bread, then you could use addTime to figure out when the bread will be done.
Time currentTime = new Time (9, 14, 30.0); Time breadTime = new Time (3, 35, 0.0); Time doneTime = addTime (currentTime, breadTime); printTime (doneTime);
The output of this program is 12:49:30.0, which is correct. On the other hand, there are cases where the result is not correct. Can you think of one?
The problem is that this method does not deal with cases where the number of seconds or minutes adds up to more than 60. In that case, we have to ``carry the extra seconds into the minutes column, or extra minutes into the hours column.
Here's a second, corrected version of this method.
public static Time addTime (Time t1, Time t2) Time sum = new Time (); sum.hour = t1.hour + t2.hour; sum.minute = t1.minute + t2.minute; sum.second = t1.second + t2.second;
if (sum.second >= 60.0) sum.second -= 60.0; sum.minute += 1; if (sum.minute >= 60) sum.minute -= 60; sum.hour += 1; return sum;
Although it's correct, it's starting to get big. Later, I will suggest an alternate approach to this problem that will be much shorter.
This code demonstrates two operators we have not seen before, += and -=. These operators provide a concise way to increment and decrement variables. They are similar to ++ and --, except (1) they work on doubles as well as ints, and (2) the amount of the increment does not have to be 1. The statement sum.second -= 60.0; is equivalent to sum.second = sum.second - 60;
As an example of a modifier, consider increment, which adds a given number of seconds to a Time object. Again, a rough draft of this method looks like:
public static void increment (Time time, double secs) time.second += secs;
if (time.second >= 60.0) time.second -= 60.0; time.minute += 1; if (time.minute >= 60) time.minute -= 60; time.hour += 1;
The first line performs the basic operation; the remainder deals with the same cases we saw before.
Is this method correct? What happens if the argument secs is much greater than 60? In that case, it is not enough to subtract 60 once; we have to keep doing it until second is below 60. We can do that by simply replacing the if statements with while statements:
public static void increment (Time time, double secs) time.second += secs;
while (time.second >= 60.0) time.second -= 60.0; time.minute += 1; while (time.minute >= 60) time.minute -= 60; time.hour += 1;
This solution is correct, but not very efficient. Can you think of a solution that does not require iteration?
Occasionally you will see methods like addTime written with a different interface (different arguments and return values). Instead of creating a new object every time addTime is invoked, we could require the caller to provide an ``empty object where addTime should store the result. Compare the following with the previous version:
public static void addTimeFill (Time t1, Time t2, Time sum) sum.hour = t1.hour + t2.hour; sum.minute = t1.minute + t2.minute; sum.second = t1.second + t2.second;
if (sum.second >= 60.0) sum.second -= 60.0; sum.minute += 1; if (sum.minute >= 60) sum.minute -= 60; sum.hour += 1;
One advantage of this approach is that the caller has the option of reusing the same object repeatedly to perform a series of additions. This can be slightly more efficient, although it can be confusing enough to cause subtle errors. For the vast majority of programming, it is worth spending a little run time to avoid a lot of debugging time.
Which is best?
Anything that can be done with modifiers and fill-in methods can also be done with pure functions. In fact, there are programming languages, called functional programming languages, that only allow pure functions. Some programmers believe that programs that use pure functions are faster to develop and less error-prone than programs that use modifiers. Nevertheless, there are times when modifiers are convenient, and some cases where functional programs are less efficient.
In general, I recommend that you write pure functions whenever it is reasonable to do so, and resort to modifiers only if there is a compelling advantage. This approach might be called a functional programming style.
Incremental development vs. planning
In this chapter I have demonstrated an approach to program development I refer to as rapid prototyping with iterative improvement. In each case, I wrote a rough draft (or prototype) that performed the basic calculation, and then tested it on a few cases, correcting flaws as I found them.
Although this approach can be effective, it can lead to code that is unnecessarily complicated---since it deals with many special cases---and unreliable---since it is hard to convince yourself that you have found all the errors.
An alternative is high-level planning, in which a little insight into the problem can make the programming much easier. In this case the insight is that a Time is really a three-digit number in base 60! The second is the ``ones column, the minute is the 60's column, and the hour is the 3600's column.
When we wrote addTime and increment, we were effectively doing addition in base 60, which is why we had to ``carry from one column to the next.
Thus an alternate approach to the whole problem is to convert Times into doubles and take advantage of the fact that the computer already knows how to do arithmetic with doubles. Here is a method that converts a Time into a double:
public static double convertToSeconds (Time t) int minutes = t.hour * 60 + t.minute; double seconds = minutes * 60 + t.second; return seconds;
Now all we need is a way to convert from a double to a Time object. We could write a method to do it, but it might make more sense to write it as a third constructor:
public Time (double secs) this.hour = (int) (secs / 3600.0); secs -= this.hour * 3600.0; this.minute = (int) (secs / 60.0); secs -= this.minute * 60; this.second = secs;
This constructor is a little different from the others, since it involves some calculation along with assignments to the instance variables.
You might have to think a bit to convince yourself that the technique I am using to convert from one base to another is correct. Assuming you are convinced, we can use these methods to rewrite addTime:
public static Time addTime (Time t1, Time t2) double seconds = convertToSeconds (t1) + convertToSeconds (t2); return new Time (seconds);
This is much shorter than the original version, and it is much easier to demonstrate that it is correct (assuming, as usual, that the methods it invokes are correct). As an exercise, rewrite increment the same way.
In some ways converting from base 60 to base 10 and back is harder than just dealing with times. Base conversion is more abstract; our intuition for dealing with times is better.
But if we have the insight to treat times as base 60 numbers, and make the investment of writing the conversion methods (convertToSeconds and the third constructor), we get a program that is shorter, easier to read and debug, and more reliable.
It is also easier to add more features later. For example, imagine subtracting two Times to find the duration between them. The naive approach would be to implement subtraction complete with borrowing. Using the conversion methods would be much easier.
Ironically, sometimes making a problem harder (more general) makes is easier (fewer special cases, fewer opportunities for error).
When you write a general solution for a class of problems, as opposed to a specific solution to a single problem, you have written an algorithm. I mentioned this word in Chapter 1, but did not define it carefully. It is not easy to define, so I will try a couple of approaches.
First, consider some things that are not algorithms. For example, when you learned to multiply single-digit numbers, you probably memorized the multiplication table. In effect, you memorized 100 specific solutions, so that knowledge is not really algorithmic.
But if you were lazy, you probably cheated by learning a few tricks. For example, to find the product of and 9, you can write as the first digit and as the second digit. This trick is a general solution for multiplying any single-digit number by 9. That's an algorithm!
Similarly, the techniques you learned for addition with carrying, subtraction with borrowing, and long division are all algorithms. One of the characteristics of algorithms is that they do not require any intelligence to carry out. They are mechanical processes in which each step follows from the last according to a simple set of rules.
In my opinion, it is embarrassing that humans spend so much time in school learning to execute algorithms that, quite literally, require no intelligence.
On the other hand, the process of designing algorithms is interesting, intellectually challenging, and a central part of what we call programming.
Some of the things that people do naturally, without difficulty or conscious thought, are the most difficult to express algorithmically. Understanding natural language is a good example. We all do it, but so far no one has been able to explain how we do it, at least not in the form of an algorithm.
Later you will have the opportunity to design simple algorithms for a variety of problems.
class: Previously, I defined a class as a collection of related methods. In this chapter we learned that a class definition is also a template for a new type of object.
instance: A member of a class. Every object is an instance of some class.
constructor: A special method that initializes the instance variables of a newly-constructed object.
project: A collection of one or more class definitions (one per file) that make up a program.
startup class: The class that contains the main method where execution of the program begins.
function: A method whose result depends only on its parameters, and that has no side-effects other than returning a value.
functional programming style: A style of program design in which the majority of methods are functions.
modifier: A method that changes one or more of the objects it receives as parameters, and usually returns void.
fill-in method: A type of method that takes an empty object as a parameter and fills in its instance variables instead of generating a return value. This type of method is usually not the best choice.
algorithm: A set of instructions for solving a class of problems by a mechanical process.