| abs(x) | Absolute value, magnitude of complex number | 
	
		| angle(x) | Phase angle in radians of a complex number. Synonym for arg() | 
	
		| arg(x) | Phase angle in radians of a complex number | 
	
		| conj(x) | Conjugate of a complex number | 
	
		| deg2rad(x) | Converts phase from degrees into radians | 
	
		| hypot(x,y) | Euclidean distance function | 
	
		| imag(x) | Imaginary part of a complex number | 
	
		| mag(x) | Magnitude of a complex number | 
	
		| norm(x) | Square of the absolute value of a vector | 
	
		| phase(x) | Phase angle in degrees of a complex number | 
	
		| polar(m,p) | Transform from polar coordinates (magnitude m, phase p) into complex number | 
	
		| rad2deg(x) | Converts phase from radians into degrees | 
	
		| real(x) | Real part of a complex number | 
	
		| sign(x) | Signum function | 
	
		| sqr(x) | Square (power of two) of a number | 
	
		| sqrt(x) | Square root | 
	
		| unwrap(p[,tol[,step]]) | Unwraps the angle p (in radians -- default step is 2*pi) using the optional tolerance value tol (default is pi) | 
	
	
		| avg(x[,range]) | Arithmetic average of vector elements; if a range is given then x must have a single data dependency | 
	
		| cumavg(x) | Cumulative average of vector elements | 
	
		| max(x,y) | Returns the greater of the values x and y | 
	
		| max(x[,range]) | Maximum value in vector; if a range is given then x must have a single data dependency | 
	
		| min(x,y) | Returns the lesser of the values x and y | 
	
		| min(x[,range]) | Minimum value in vector; if a range is given then x must have a single data dependency | 
	
		| rms(x) | Root Mean Square of vector elements | 
	
		| runavg(x) | Running average of vector elements | 
	
		| stddev(x) | Standard deviation of vector elements | 
	
		| variance(x) | Variance of vector elements | 
	
		| random() | Random number between 0.0 and 1.0 | 
	
		| srandom(x) | Give random seed | 
	
	
		| dft(x) | Discrete Fourier Transform of vector x | 
	
		| fft(x) | Fast Fourier Transform of vector x | 
	
		| fftshift(x) | Shuffles the FFT values of vector x in order
		        to move the frequency 0 to the center of the vector | 
	
		| Freq2Time(V,f) | Inverse Discrete Fourier Transform of function V(f) interpreting it physically | 
	
		| idft(x) | Inverse Discrete Fourier Transform of vector x | 
	
		| ifft(x) | Inverse Fast Fourier Transform of vector x | 
	
		| kbd(x[,n]) | Kaiser-Bessel derived window | 
	
		| Time2Freq(v,t) | Discrete Fourier Transform of function v(t) interpreting it physically | 
	
	
		| stos(s,zref[,z0]) | Converts S-parameter matrix to S-parameter matrix with different reference impedance(s) | 
	
		| stoy(s[,zref]) | Converts S-parameter matrix to Y-parameter matrix | 
	
		| stoz(s[,zref]) | Converts S-parameter matrix to Z-parameter matrix | 
	
		| twoport(m,from,to) | Converts a two-port matrix from one representation into another, possible values for from and to are 'Y', 'Z', 'H', 'G', 'A', 'S' and 'T'. | 
	
		| ytos(y[,z0]) | Converts Y-parameter matrix to S-parameter matrix | 
	
		| ytoz(y) | Converts Y-parameter matrix to Z-parameter matrix | 
	
		| ztos(z[,z0]) | Converts Z-parameter matrix to S-parameter matrix | 
	
		| ztoy(z) | Converts Z-parameter matrix to Y-parameter matrix | 
	
	
		| GaCircle(s,Ga[,arcs]) | Circle(s) with constant available power gain Ga in the source
			plane | 
	
		| GpCircle(s,Gp[,arcs]) | Circle(s) with constant operating power gain Gp in the load
			plane | 
	
		| Mu(s) | Mu stability factor of a two-port S-parameter matrix | 
	
		| Mu2(s) | Mu' stability factor of a two-port S-parameter matrix | 
	
		| NoiseCircle(Sopt, Fmin,Rn,F[,Arcs])
 | Generates circle(s) with constant Noise Figure(s) F. Arcs specifies the angles in degrees created by e.g. linspace(0,360,100). If Arcs is a number it specifies the number of equally spaced circle segments, if it is omitted this number defaults to a reasonable value | 
	
		| PlotVs(data,dep) | Returns a data item based upon vector or matrix vector data with
			dependency on a given vector dep, e.g. PlotVs(Gain,frequency/1e9) | 
	
		| Rollet(s) | Rollet stability factor of a two-port S-parameter matrix | 
	
		| StabCircleL(s[,arcs]) | Stability circle in the load plane | 
	
		| StabCircleS(s[,arcs]) | Stability circle in the source plane | 
       
               | StabFactor(s) | Stability factor of a two-port S-parameter matrix. Synonym for Rollet() | 
       
               | StabMeasure(s) | Stability measure B1 of a two-port S-parameter matrix |