at.borkowski.scovillej.impl.series

Class IntegerSeriesImpl

java.lang.Object

at.borkowski.scovillej.impl.series.SeriesImpl<T>

at.borkowski.scovillej.impl.series.NumberSeriesImpl<Integer>

at.borkowski.scovillej.impl.series.IntegerSeriesImpl

All Implemented Interfaces:

Series<Integer>, SeriesProvider<Integer>, SeriesResult<Integer>

public class IntegerSeriesImplextends NumberSeriesImpl<Integer>

A series of Integer measures.

Field Summary

Fields inherited from class at.borkowski.scovillej.impl.series.NumberSeriesImpl

count

Constructor Summary

Constructors

Constructor and Description
IntegerSeriesImpl()

Method Summary

Modifier and Type	Method and Description
Integer	calcNativeMedian(Integer a, Integer b) Abstract method which must be implemented by sub-classes.

Methods inherited from class at.borkowski.scovillej.impl.series.NumberSeriesImpl

createIfKnown, formatMetrics, getAll, getAverage, getAveraged, getCount, getDoubleMedian, getKnownSeriesClasses, getMax, getMin, getNativeMedian, getNativeMedians, getStandardDeviation, getValueClass, hasSingleMedian, initialize, measure, medianA, medianB

Methods inherited from class at.borkowski.scovillej.impl.series.SeriesImpl

toString

Methods inherited from class java.lang.Object

clone, equals, finalize, getClass, hashCode, notify, notifyAll, wait, wait, wait

Constructor Detail

IntegerSeriesImpl

public IntegerSeriesImpl()

Method Detail

calcNativeMedian

public Integer calcNativeMedian(Integer a,                                Integer b)

Description copied from class: NumberSeriesImpl

Abstract method which must be implemented by sub-classes. The method must calculate the median, with two values given. If this method is called, it is guaranteed that there are two median candidates and the implementation is responsible of calculating the actual median. Note that in general, mean-like calculation should be performed.

Specified by:

calcNativeMedian in class NumberSeriesImpl<Integer>

Parameters:

a - the first (left) median candidate

b - the second (right) median candidate

Returns:

the median