I am trying to implement a fitness evaluation function in Verilog called Rosenbrock function (https://en.wikipedia.org/wiki/Rosenbrock_function). The issue I am facing is that if I use the following code it gives me a undefined state since there are 4 drivers to the wire fitness_val
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module test_module1 ( x, fitness);
input [4*2 -1:0] x;
output [1:0] fitness;
wire [1:0] x_i;
wire [1:0] x_im1;
wire [3:0] fitness_val;
wire [3:0] a;
wire [3:0] b;
wire [1:0] x_array1 [3:0];
genvar k;
assign fitness = fitness_val;
genvar j;
generate
for (j =0 ; j <4 ; j = j+1) begin
assign x_array1[j] = x[2*j +: 2];
end
for (k=1; k<4; k=k+1) begin
assign x_i = x_array1[k];
assign x_im1 = x_array1[k-1];
assign a = 100*(x_i[1:0] - x_im1[1:0])*(x_i[1:0] - x_im1[1:0]);
assign b = (1 - x_im1[1:0])*(1 - x_im1[1:0]);
assign fitness_val = fitness_val + a[2:1] + b[2:1];
end
endgenerate
endmodule
module tb_tm1();
wire [1:0] fitness;
wire [4*2-1:0] x_array;
test_module1 tm1(x_array, fitness);
assign x_array = 8'b11100100;
endmodule
However if I expand the for loop in this format, I get a valid output.
assign fitness_val = 100*(x_array1[1] - x_array1[0])*(x_array1[1] - x_array1[0]) + (1 - x_array1[0])*(1 - x_array1[0])
+ 100*(x_array1[2] - x_array1[1])*(x_array1[2] - x_array1[1]) + (1 - x_array1[1])*(1 - x_array1[1])
+ 100*(x_array1[3] - x_array1[2])*(x_array1[3] - x_array1[2]) + (1 - x_array1[2])*(1 - x_array1[2]);
Is there a way to implement this recursively in Verilog?