Computer Science/61b/Projects/Ocean/RunLengthEncoding.java
< Computer Science | 61b | Projects | Ocean
- This page contains computer code. Unlike all articles on the lensowiki, which are released under the GFDL, this code is released under the GPL.
Copyright 2006, 2007 Paul Borokhov. All rights reserved.
This code is free software; you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation; either version 2 of the License, or (at your option) any later version.
The code is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details.
You should have received a copy of the GNU General Public License along with this program; if not, write to the Free Software Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA 02111-1307 USA
/* RunLengthEncoding.java */
/**
* The RunLengthEncoding class defines an object that run-length encodes an
* Ocean object. Descriptions of the methods you must implement appear below.
* They include constructors of the form
*
* public RunLengthEncoding(int i, int j, int starveTime);
* public RunLengthEncoding(int i, int j, int starveTime,
* int[] runTypes, int[] runLengths) {
* public RunLengthEncoding(Ocean ocean) {
*
* that create a run-length encoding of an Ocean having width i and height j,
* in which sharks starve after starveTime timesteps.
*
* The first constructor creates a run-length encoding of an Ocean in which
* every cell is empty. The second constructor creates a run-length encoding
* for which the runs are provided as parameters. The third constructor
* converts an Ocean object into a run-length encoding of that object.
*
* See the README file accompanying this project for additional details.
**/
public class RunLengthEncoding {
/**
* Define any variables associated with a RunLengthEncoding object here.
* These variables MUST be private.
**/
// since this uses a separate doubly-linked list class, most fields are already defined there
private int runsleft;
private DList rle;
/**
* The following methods are required for Part II.
**/
/**
* RunLengthEncoding() (with three parameters) is a constructor that creates
* a run-length encoding of an empty ocean having width i and height j,
* in which sharks starve after starveTime timesteps.
* @param i is the width of the ocean.
* @param j is the height of the ocean.
* @param starveTime is the number of timesteps sharks survive without food.
**/
public RunLengthEncoding(int i, int j, int starveTime) {
rle = new DList(i, j, starveTime);
rle.insertFront(Ocean.EMPTY, i*j);
runsleft = 1;
}
/**
* RunLengthEncoding() (with five parameters) is a constructor that creates
* a run-length encoding of an ocean having width i and height j, in which
* sharks starve after starveTime timesteps. The runs of the run-length
* encoding are taken from two input arrays. Run i has length runLengths[i]
* and species runTypes[i].
* @param i is the width of the ocean.
* @param j is the height of the ocean.
* @param starveTime is the number of timesteps sharks survive without food.
* @param runTypes is an array that represents the species represented by
* each run. Each element of runTypes is Ocean.EMPTY, Ocean.FISH,
* or Ocean.SHARK. Any run of sharks is treated as a run of newborn
* sharks (which are equivalent to sharks that have just eaten).
* @param runLengths is an array that represents the length of each run.
* The sum of all elements of the runLengths array should be i * j.
*/
public RunLengthEncoding(int i, int j, int starveTime,
int[] runTypes, int[] runLengths) {
rle = new DList(i, j, starveTime);
if (runTypes.length != runLengths.length) { System.out.println("INCOMPATIBLE ARRAYS");
} else {
for (int ii = runTypes.length-1; ii>=0; ii--) {
if (runTypes[ii] == Ocean.SHARK) {
rle.insertFront(runTypes[ii], runLengths[ii], starveTime);
} else {
rle.insertFront(runTypes[ii], runLengths[ii]);
}
}
runsleft = runTypes.length;
}
}
/**
* restartRuns() and nextRun() are two methods that work together to return
* all the runs in the run-length encoding, one by one. Each time
* nextRun() is invoked, it returns a different run (represented as a
* TypeAndSize object), until every run has been returned. The first time
* nextRun() is invoked, it returns the first run in the encoding, which
* contains cell (0, 0). After every run has been returned, nextRun()
* returns null, which lets the calling program know that there are no more
* runs in the encoding.
*
* The restartRuns() method resets the enumeration, so that nextRun() will
* once again enumerate all the runs as if nextRun() were being invoked for
* the first time.
*
* (Note: Don't worry about what might happen if nextRun() is interleaved
* with addFish() or addShark(); it won't happen.)
*/
/**
* restartRuns() resets the enumeration as described above, so that
* nextRun() will enumerate all the runs from the beginning.
*/
public void restartRuns() {
runsleft = rle.length();
}
/**
* nextRun() returns the next run in the enumeration, as described above.
* If the runs have been exhausted, it returns null. The return value is
* a TypeAndSize object, which is nothing more than a way to return two
* integers at once.
* @return the next run in the enumeration, represented by a TypeAndSize object.
*/
public TypeAndSize nextRun() {
if (runsleft == 0) { return null; }
else {
int curindex = rle.length()-runsleft+1;
DListNode curnode = rle.nth(curindex);
int tip = curnode.type;
int freq = curnode.consecs;
runsleft--;
return new TypeAndSize(tip, freq); }
}
/**
* toOcean() converts a run-length encoding of an ocean into an Ocean
* object. You will need to implement the three-parameter addShark method
* in the Ocean class for this method's use.
* @return the Ocean represented by a run-length encoding.
*/
public Ocean toOcean() {
int index = 0;
Ocean newocean = new Ocean(rle.dimx, rle.dimy, rle.starvetime);
for (int il = 1; il<=rle.length(); il++) { // walks through each node in the rle list
DListNode curnode = rle.nth(il);
int tip = curnode.type;
int freq = curnode.consecs;
int hunger = curnode.hunger;
int ia = index;
for (; ia < index+freq; ia++) {
if (tip == Ocean.SHARK) {
newocean.addShark(newocean.coordx(ia), newocean.coordy(ia), hunger);
} else if (tip == Ocean.FISH) {
newocean.addFish(newocean.coordx(ia), newocean.coordy(ia));
} else { } // do nothing, the cell is already EMPTY
}
index = ia;
}
return newocean;
}
/**
* The following method is required for Part III.
*/
/**
* RunLengthEncoding() (with one parameter) is a constructor that creates
* a run-length encoding of an input Ocean. You will need to implement
* the sharkFeeding method in the Ocean class for this constructor's use.
* @param sea is the ocean to encode.
*/
public RunLengthEncoding(Ocean sea) {
int is=0;
int ir=1;
int seasize = sea.width()*sea.height();
rle = new DList(sea.width(), sea.height(), sea.starveTime());
while (is<seasize) {
int tip = sea.cellContents(sea.coordx(is), sea.coordy(is));
int hunger = sea.sharkFeeding(is);
rle.insertEnd(tip, 1, hunger);
is++;
for (; sea.cellContents(sea.coordx(is), sea.coordy(is)) == tip && sea.sharkFeeding(is) == hunger && is<seasize; is++) {
rle.nth(ir).type = tip;
rle.nth(ir).consecs++;
rle.nth(ir).hunger = hunger;
}
ir++;
}
runsleft = ir-1;
check();
}
/**
* The following methods are required for Part IV.
*/
/**
* addFish() places a fish in cell (x, y) if the cell is empty. If the
* cell is already occupied, leave the cell as it is. The final run-length
* encoding should be compressed as much as possible; there should not be
* two consecutive runs of sharks with the same degree of hunger.
* @param x is the x-coordinate of the cell to place a fish in.
* @param y is the y-coordinate of the cell to place a fish in.
*/
// This helper helps us convert (x,y) into a single-digit position but is slightly modified from the version in Ocean.java to work with RLEs
public int itempos(int x, int y) {
x = x%rle.dimx;
y = y%rle.dimy;
if (x < 0) { x = x+rle.dimx; }
if (y < 0) { y = y+rle.dimy; }
int ind = (rle.dimx*y+x) + 1;
return ind;
}
public void addFish(int x, int y) {
int index = itempos(x, y);
int rlepos = 1;
int i = 1;
for (; i<rle.length(); i++) {
rlepos = rlepos + rle.nth(i).consecs;
if (rlepos > index) {
rlepos = rlepos - rle.nth(i).consecs - 1;
break; }
}
if (i>=rle.length()) { System.out.println("Something terribly wrong happened, sorry..."); }
else if (rle.nth(i).type != Ocean.EMPTY) { System.out.println("Destination cell is not empty"); }
else actualinsertion: {
DListNode removednode = rle.nth(i);
int after = removednode.consecs - (index - rlepos);
int before = removednode.consecs - after - 1;
DListNode insertionnode = new DListNode(Ocean.FISH);
insertionnode.consecs = 1;
DListNode beforenode;
DListNode afternode;
boolean nodeisgone = false;
if (after==0 && removednode.next.type==Ocean.FISH && removednode.prev.type!=Ocean.FISH) { // there are no empty spaces, following block is a fish, and previous block is NOT a fish
removednode.next.consecs++;
nodeisgone = true;
} if (before==0 && removednode.prev.type==Ocean.FISH && removednode.next.type!=Ocean.FISH) { // there are no empty spaces, previous block is fish, and following block is NOT fish
removednode.prev.consecs++;
nodeisgone = true;
} if (after==0 && before==0 && removednode.prev.type!=Ocean.FISH && removednode.next.type!=Ocean.FISH) { // this cell is nestled between two blocks neither of which is a fish
insertionnode.next = removednode.next;
insertionnode.next.prev = insertionnode;
insertionnode.prev = removednode.prev;
insertionnode.prev.next = insertionnode;
// we're done here
break actualinsertion;
} if (removednode.next.type==Ocean.FISH && removednode.prev.type==Ocean.FISH) { // both previous and next blocks contain fish, so we need to combine three blocks into one
int combination = removednode.next.consecs + removednode.prev.consecs + 1;
DListNode overhaul = new DListNode(Ocean.FISH);
overhaul.consecs = combination;
overhaul.next = removednode.next.next;
overhaul.next.prev = overhaul;
overhaul.prev = removednode.prev.prev;
overhaul.prev.next = overhaul;
rle.size = rle.size -2;
runsleft = rle.length();
// we're done here
break actualinsertion;
} if (nodeisgone) { // if as a result of the previous testcases, our initially created node is no longer needed (nodeisgone == true), we need to combine the before and after frequencies, make a single new node, and link it to the list appropriately
int combined = after + before;
if (combined > 0) {
DListNode superduper = new DListNode(Ocean.EMPTY);
superduper.consecs = combined;
superduper.next = removednode.next;
superduper.prev = removednode.prev;
superduper.prev.next = superduper;
superduper.next.prev = superduper;
} else {
removednode.prev.next = removednode.next;
removednode.next.prev = removednode.prev;
rle.size--;
}
} else if (before>0 || after>0) {
if (before > 0) { // there are still some empty spaces before this fish
beforenode = new DListNode(Ocean.EMPTY);
beforenode.consecs = before;
beforenode.prev = removednode.prev;
removednode.prev.next = beforenode;
beforenode.next = insertionnode;
insertionnode.prev = beforenode;
if (after == 0) {
insertionnode.next = removednode.next;
insertionnode.next.prev = insertionnode; }
rle.size++;
runsleft = rle.length();
} if (after > 0) { // there are still some empty spaces after this fish
afternode = new DListNode(Ocean.EMPTY);
afternode.consecs = after;
afternode.next = removednode.next;
afternode.next.prev = afternode;
insertionnode.next = afternode;
if (before == 0) {
insertionnode.prev = removednode.prev;
insertionnode.prev.next = insertionnode; }
afternode.prev = insertionnode;
rle.size++;
runsleft = rle.length();
}
}
}
check();
}
/**
* addShark() (with two parameters) places a newborn shark in cell (x, y) if
* the cell is empty. A "newborn" shark is equivalent to a shark that has
* just eaten. If the cell is already occupied, leave the cell as it is.
* The final run-length encoding should be compressed as much as possible;
* there should not be two consecutive runs of sharks with the same degree
* of hunger.
* @param x is the x-coordinate of the cell to place a shark in.
* @param y is the y-coordinate of the cell to place a shark in.
*/
public void addShark(int x, int y) {
int index = itempos(x, y);
int rlepos = 1;
int i = 1;
for (; i<rle.length(); i++) {
rlepos = rlepos + rle.nth(i).consecs;
if (rlepos > index) {
rlepos = rlepos - rle.nth(i).consecs - 1;
break; }
}
if (i>=rle.length()) { System.out.println("Something terribly wrong happened, sorry..."); }
else if (rle.nth(i).type != Ocean.EMPTY) { System.out.println("Destination cell is not empty"); }
else actualinsertion: {
DListNode removednode = rle.nth(i);
int destinationhunger = rle.starvetime;
int after = removednode.consecs - (index - rlepos);
int before = removednode.consecs - after - 1;
DListNode insertionnode = new DListNode(Ocean.SHARK, destinationhunger);
insertionnode.consecs = 1;
DListNode beforenode;
DListNode afternode;
boolean nodeisgone = false;
if (after==0 && removednode.next.type==Ocean.SHARK && removednode.next.hunger==destinationhunger && removednode.prev.hunger!=destinationhunger) { // there are no empty spaces, following block is a shark with the same hunger, and previous block is NOT a shark with the same hunger
removednode.next.consecs++;
nodeisgone = true;
} if (before==0 && removednode.prev.type==Ocean.SHARK && removednode.prev.hunger==destinationhunger && removednode.next.hunger!=destinationhunger) { // there are no empty spaces, previous block is a shark with the same hunger, and following block is NOT a shark with the same hunger
removednode.prev.consecs++;
nodeisgone = true;
} if (after==0 && before==0 && removednode.prev.hunger!=destinationhunger && removednode.next.hunger!=destinationhunger) { // this cell is nestled between two blocks that differ from the shark we're inserting.
insertionnode.next = removednode.next;
insertionnode.next.prev = insertionnode;
insertionnode.prev = removednode.prev;
insertionnode.prev.next = insertionnode;
// we're done here
break actualinsertion;
} if (after==0 && before==0 && removednode.next.type==Ocean.SHARK && removednode.prev.type==Ocean.SHARK && removednode.next.hunger==destinationhunger && removednode.prev.hunger==destinationhunger) { // we're inserting into a cell surrounded by blocks of sharks both of which have the same hunger levels, so we need to combine three blocks into one
int combination = removednode.next.consecs + removednode.prev.consecs + 1;
DListNode overhaul = new DListNode(Ocean.SHARK, destinationhunger);
overhaul.consecs = combination;
overhaul.next = removednode.next.next;
overhaul.next.prev = overhaul;
overhaul.prev = removednode.prev.prev;
overhaul.prev.next = overhaul;
rle.size = rle.size -2;
runsleft = rle.length();
// we're done here
break actualinsertion;
} if (nodeisgone) { // if as a result of the previous testcases, our initially created node is no longer needed (nodeisgone == true), we need to combine the before and after frequencies, make a single new node, and link it to the list appropriately
int combined = after + before;
if (combined > 0) {
DListNode superduper = new DListNode(Ocean.EMPTY);
superduper.consecs = combined;
superduper.next = removednode.next;
superduper.prev = removednode.prev;
superduper.prev.next = superduper;
superduper.next.prev = superduper;
} else {
removednode.prev.next = removednode.next;
removednode.next.prev = removednode.prev;
rle.size--;
}
} else if (before>0 || after>0) {
if (before > 0) { // there are still some empty spaces before this shark or there are sharks but with different hunger levels
beforenode = new DListNode(Ocean.EMPTY);
beforenode.consecs = before;
beforenode.prev = removednode.prev;
removednode.prev.next = beforenode;
beforenode.next = insertionnode;
insertionnode.prev = beforenode;
if (after == 0) {
insertionnode.next = removednode.next;
insertionnode.next.prev = insertionnode; }
rle.size++;
runsleft = rle.length();
} if (after > 0) { // there are still some empty spaces after this shark or there are sharks but with different hunger levels
afternode = new DListNode(Ocean.EMPTY);
afternode.consecs = after;
afternode.next = removednode.next;
afternode.next.prev = afternode;
insertionnode.next = afternode;
if (before == 0) {
insertionnode.prev = removednode.prev;
insertionnode.prev.next = insertionnode; }
afternode.prev = insertionnode;
rle.size++;
runsleft = rle.length();
}
}
}
check();
}
/**
* check() walks through the run-length encoding and prints an error message
* if two consecutive runs have the same contents, or if the sum of all run
* lengths does not equal the number of cells in the ocean.
*/
public void check() {
int ti = 0;
for (int i=1; i<rle.length(); i++) {
if (rle.nth(i).type == rle.nth(i+1).type && rle.nth(i).hunger == rle.nth(i+1).hunger) {
System.out.print("I've found a bug! You have the same type of cells in two consecutive RLE nodes! Problem is at nodes " + i + " and " + (i+1) + "\n");
}
}
for (int ii=1; ii<=rle.length(); ii++) {
ti = ti + rle.nth(ii).consecs;
}
if (ti != rle.dimx*rle.dimy) {
System.out.print("I've found a bug! The sum of run lengths is NOT equal to the Ocean's size - runlengths is " + ti + " vs Ocean size of " + (rle.dimx*rle.dimy) + "\n");
}
}
}
