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Solve the following problem using Python, implementing the functions described below, one line at a time
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Description:
 def relative_idx(colptr, rowidx, snptr, snpar):
 """ Compute relative indices of update matrices in frontal matrix of parent. """

    
    relptr = matrix(0, (len(snptr),1))
    relidx = matrix(-1, (colptr[-1],1))

    def lfind(a,b):
        i = 0
        ret = +a
        for k in range(len(a)):
            while a[k] != b[i]: i += 1
            ret[k] = i
            i += 1
        return ret
    
    for k in range(len(snpar)):
        p = snpar[k]
        relptr[k+1] = relptr[k]
        if p != -1:
            nk = snptr[k+1] - snptr[k]
            relptr[k+1] += colptr[k+1] - colptr[k] - nk
            relidx[relptr[k]:relptr[k+1]] = lfind(rowidx[colptr[k]+nk:colptr[k+1]], rowidx[colptr[p]:colptr[p+1]])

    return relptr, relidx[:relptr[k+1]]