fixed javadocs for release

ImagingKit_Fourier/pom.xml

@@ -8,7 +8,7 @@
 	<artifactId>imagingkit-fourier</artifactId>
 	<name>ImagingKit-Fourier</name>
 	<groupId>com.github.hageldave.imagingkit</groupId>
-	<version>2.0-SNAPSHOT</version>
+	<version>2.0</version>
 	<url>https://github.com/hageldave/ImagingKit</url>
 	<description>The ImagingKit-Fourier artifact provides classes for Fast Fourier Transformations (FFT) for the ImagingKit framework.</description>
 

ImagingKit_Fourier/src/main/java/hageldave/imagingkit/fourier/ComplexImg.java

@@ -453,7 +453,8 @@ public void setValueI(int x, int y, double value) {
 	 * update the corresponding power value.
 	 * @param x coordinate
 	 * @param y coordinate
-	 * @param value to be set
+	 * @param real part to be set
+	 * @param imag imaginary part to be set
 	 */
 	public void setComplex(int x, int y, double real, double imag){
 		int idx=y*width+x;
@@ -475,7 +476,7 @@ public ComplexImg recomputePowerChannel(){
 
 	/**
 	 * Calculates, stores and returns the power at the specified index.
-	 * The power is the squared magnitude of the complex number ( c=a+bi -> power = a*a+b*b ).
+	 * The power is the squared magnitude of the complex number ( cmplx=a+bi  power=a*a+b*b ).
 	 * Subsequent calls to e.g. {@link #getValueP_atIndex(int)} will return the stored result.
 	 * @param idx index
 	 * @return power of pixel at index
@@ -489,7 +490,7 @@ public double computePower(int idx){
 
 	/**
 	 * Calculates, stores and returns the power at the specified position.
-	 * The power is the squared magnitude of the complex number ( c=a+bi -> power = a*a+b*b ).
+	 * The power is the squared magnitude of the complex number ( cmplx=a+bi  power=a*a+b*b ).
 	 * Subsequent calls to e.g. {@link #getValueP(int, int)} will return the stored result.
 	 * @param x coordinate
 	 * @param y coordinate
@@ -503,7 +504,7 @@ public double computePower(int x, int y){
 	 * Calculates the phase of the pixel at the specified index.
 	 * The phase is the argument of the complex number, i.e. the angle of the complex vector
 	 * in the complex plane. 
-	 * @param idx
+	 * @param idx index
 	 * @return the phase in [0,2pi] of the complex number at index
 	 */
 	public double computePhase(int idx){
@@ -588,8 +589,8 @@ public ComplexImg copyArea(int x, int y, int w, int h, ComplexImg dest, int dest
 
 	/**
 	 * Returns the delegate {@link ColorImg} backing this {@link ComplexImg}.
-	 * The delegate is used to implement functionality like {@link #getRemoteBufferedImage()}
-	 * or {@link #interpolate(int, double, double)}.
+	 * The delegate is used to implement functionality like {@link #getRemoteBufferedImage()}.
+	 * It can also be used to gain access to {@link ColorImg#interpolate(int, double, double)}.
 	 * @return {@link ColorImg} delegate of this complex image.
 	 */
 	public ColorImg getDelegate(){

ImagingKit_Fourier/src/main/java/hageldave/imagingkit/fourier/ComplexPixel.java

@@ -229,7 +229,7 @@ public ComplexPixel subtract(double r, double i){
 
 	/**
 	 * Conjugates this complex pixel (negates imaginary part).
-	 * @return
+	 * @return this
 	 */
 	public ComplexPixel conjugate(){
 		return setImag(-imag());
@@ -240,7 +240,7 @@ public ComplexPixel conjugate(){
 	 * and stores the result in this pixel.
 	 * @param r real part to multiply
 	 * @param i imaginary part to multiply
-	 * @return
+	 * @return this
 	 */
 	public ComplexPixel mult(double r, double i){
 		double thisr = real(), thisi = imag();