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function r = PrimeMOD(x0,n,type) format long; M1 = power(2,35)-31; M2 = power(2,31)-1; a1 = 3125; a2 = 16807; r = zeros(n,1); x = zeros(n+5,1); x(1) = x0; if type == 1 for i=2:n+5

function x = RelayDist(x0,sigma,n) x = zeros(n,1); for i=1:n r = MixMOD(x0,10,1); k = 0; while r(10) == 0 k = k + 1; r(10) = power(2,k); r = MixMOD(r(10),2

function r = MulMOD2(L,s,x0,n) r = zeros(n,1); x = zeros(n,1); M = power(2,L); a = power(5,2*s+1); x(1) = x0; r(1) = x(1)/M; for i=2:n y = a*x(i-1); x(i) = mod(y,M); r(i) = x(i

function r = MulMOD1(L,alpha,beta,n) r = zeros(n,1); x = zeros(n,1); M = power(2,L); a = 8*alpha + 5; x(1) = 4*beta + 1; r(1) = x(1)/M; for i=2:n y = a*x(i-1); x(i) = mod(y,M);

function x = PowerDist(x0,beta,n) x = zeros(n,1); for i=1:n r = MixMOD(x0,2,1); k = 0; while r(2) == 0 k = k + 1; r(2) = power(2,k); r = MixMOD(r(2),2,1);

function r = MixMOD(x0,n,type) format long; M1 = power(2,31); M2 = power(2,35); a1 = 314159269; a2 = power(5,15); c1 = 453806245; c2 = 1; r = zeros(n,1); x = zeros(n+1,1); x(1) = x0; if t

function [x,iflaw]=fmpower(N,k,p1,p2) %FMPOWER Signal with power-law frequency modulation. % [X,IFLAW]=FMPOWER(N,K,P1,P2) generates a signal with a % power-law frequency modulation. % X(t) = exp(j*2*p

function [x,gpd,nu]=gdpower(N,k,c) %GDPOWER Signal with power-law group delay. % [X,GPD,F]=GDPOWER(N,K,C) generates a signal with a % power-law group delay of the form tx(f) = T0 + C*f^(K-1). % The ou

function [baseMVA, bus, gen, branch, area, gen_bid, load_bid] = case9 %CASE Defines the power flow data in a format similar to PTI. % [baseMVA, bus, gen, branch, area, gencost] = case % The

function [MVAbase, bus, gen, branch, success, et] = ... runpf(casename, mpopt, fname, solvedcase) %RUNPF Runs a power flow. % % [baseMVA, bus, gen, branch, success, et] = ... % run