Oscillating convergence plot in my Resilient BackPropagation (RPROP) implementation [duplicate]

Question

This question is an exact duplicate of:

• Oscillating convergence in my Resilient BackPropagation (RPROP) implementation

I have implemented in matlab a neural network that uses rprop's algorithm to update its weights.

Strangely the error on the training set does not converge to a local minimum, but oscillates.

Here is the graphics plot of the error function on trainingset:

Here is the rprop's algorithm:

function [net] = resilientBackPropagation(net, DW, DB, ETA_PLUS, ETA_MINUS)

for i=1:length(net.W) productDW = net.DW{i}.*DW{i}; productDB = net.DB{i}.*DB{i};

indDW_gt_0 = find(productDW > 0);   
indDB_gt_0 = find(productDB > 0);      
indDW_lt_0 = find(productDW < 0); 
indDB_lt_0 = find(productDB < 0); 
indDW_eq_0 = find(productDW == 0);
indDB_eq_0 = find(productDB == 0); 

net.deltaMarginW{i}(indDW_gt_0) = min(ETA_PLUS.*net.deltaMarginW{i}(indDW_gt_0), 50);
net.deltaMarginB{i}(indDB_gt_0) = min(ETA_PLUS.*net.deltaMarginB{i}(indDB_gt_0), 50); 

   net.deltaMarginW{i}(indDW_lt_0) = max(ETA_MINUS.*net.deltaMarginW{i}(indDW_lt_0), exp(-6));
net.deltaMarginB{i}(indDB_lt_0) = max(ETA_MINUS.*net.deltaMarginB{i}(indDB_lt_0), exp(-6));     

    net.W{i}(indDW_gt_0) = net.W{i}(indDW_gt_0)-(sign(DW{i}(indDW_gt_0).*net.deltaMarginW{i}(indDW_gt_0)));
net.B{i}(indDB_gt_0) = net.B{i}(indDB_gt_0)-(sign(DB{i}(indDB_gt_0).*net.deltaMarginB{i}(indDB_gt_0)));   

  DW{i}(indDW_lt_0) = 0;
DB{i}(indDB_lt_0) = 0;  

     net.W{i}(indDW_eq_0) = net.W{i}(indDW_eq_0)-(sign(DW{i}(indDW_eq_0).*net.deltaMarginW{i}(indDW_eq_0)));
net.B{i}(indDB_eq_0) = net.B{i}(indDB_eq_0)-(sign(DB{i}(indDB_eq_0).*net.deltaMarginB{i}(indDB_eq_0)));   

Totale nella Rete Neurale.
net.DW{i} = DW{i};
net.DB{i} = DB{i};

end

What is the problem? thanks