15- The BinaryOperator Interface
Jul 01, 2026 03:59
· 3:15
· English
· Whisper Turbo
· 2 Wasemaji
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Early in this section we talked about this package,
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java .util .function.
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This is where we have all these functional interfaces in java.
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I told you that the list may appear overwhelming,
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but the concept behind this list is actually very simple.
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All these interfaces fall into four categories.
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We have consumers,
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suppliers,
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functions,
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and predicates.
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So all the interfaces you saw are specializations of these four
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types of functional interfaces.
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Now in this video we're going to talk about a special type of function called binary
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operator.
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This addition operator we have here is an example of a binary operator
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because it has two operands and returns a single
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result.
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Now we can represent this concept,
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this operation,
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using the binary operator interface.
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Now as you can see,
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this interface extends the bifunction interface,
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so the binary operator interface is a special type of function.
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It's a function that takes two arguments of type T and returns a
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result of type T.
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Now just like the other interfaces,
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we have primitive specializations of this interface.
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For example,
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we have int binary operator that takes two primitive integers
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and returns an integer.
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Now let me show you how to use the binary operator interface.
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So let's declare a binary operator of integer,
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call it add,
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and set it to a lambda expression like this.
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Here we need two parameters,
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so we should wrap them in parenthesis.
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We can call them a and b.
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then add the lambda operator and return a plus b.
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As simple as that.
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Now,
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because the binary operator is a special type of the function interface,
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here we have the apply method,
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so we can pass 1 and 2,
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get the result,
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and start over here.
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Now in this example,
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we are working with primitive integers,
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so these primitive integers have to be auto -boxed inside
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instances of the integer class.
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So if you're dealing with a large number of primitive integers,
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it is more efficient to use the int binary operator
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interface.
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Okay?
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Now let's make this more interesting.
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Let's say we want to represent this operation.
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We have two arguments,
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like a and b.
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First we want to add them together,
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so a plus b,
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and then we want to get the square of the result.
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Now to model this,
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we should have two small functions,
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each representing one operation,
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and then compose them.
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So here's the first function.
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Now let's create a function to get the square of a number.
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That is pretty easy.
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So function of integer and
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integer.
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So this function takes an integer and returns another integer.
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We call it square and set it to a lambda like this.
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A goes to A times A.
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We can use function composition to represent this
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operation.
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So first we add these numbers and then we
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square the result.
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Now if you print the result we should see 9 there
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you go So this is how we can use the binary operator interface in
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Java
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