    def _read_assignment(self, T, K, path):
        """
        refactored from https://github.com/DmZhukov/CrossTask/blob/master/data.py
        Howto interpret contraints on loss that is going to be minimized:
        lambd is a big number;
        self.lambd * C is a big number for all valid position (csv stores invalids)

        def forward(self, O, Y, C):
            return (Y*(self.lambd * C - self.lsm(O))).mean(dim=0).sum()

        This will load the csv file and fill-in the step col from start to end rows.
        """

        Y = np.zeros([T, K], dtype=np.uint8)
        with open(path, 'r') as f:
            for line in f:
                step, start, end = line.strip().split(',')
                start = int(math.floor(float(start)))
                end = int(math.ceil(float(end)))
                step = int(step) - 1
                Y[start:end, step] = 1
        return Y
refactored from https://github.com/DmZhukov/CrossTask/blob/master/data.py
Howto interpret contraints on loss that is going to be minimized:
lambd is a big number;
self.lambd * C is a big number for all valid position (csv stores invalids)

def forward(self, O, Y, C):
return (Y*(self.lambd * C - self.lsm(O))).mean(dim=0).sum()

This will load the csv file and fill-in the step col from start to end rows.
examples/MMPT/mmpt/processors/dsprocessor.py