Lines are human mental abstractions. A bunch of lines may form a drawing. A set of drawings can feed an LSTM network input layer, considering each draw as a list of lines and a line a list of points. This paper proposes the pointless motive to classify the gender of celebrities' portraits as an excuse for exploration in a broad, more artistic sense. Investigation results drove compelling ideas here discussed. The experiments compared different ways to represent draws to be input in a network and showed that an absolute format of coordinates (x, y) was a better performer than a relative one (Dx, Dy) with respect to prior points, most frequent in the reviewed literature. Experiments also showed that, due to the recurrent nature of LSTMs, the order of lines forming a drawing is a relevant factor for input in an LSTM classifier not studied before. A minimum 'pencil' traveled length criteria for line ordering proved suitable, possible by reducing it to a TSP particular instance. The best configuration for gender classification appears with an LSTM layer that returns the hidden state value for each input point step, followed by a global average layer along the sequence, before the output dense layer. That result guided the idea of removing the average in the network pipeline and return a per-point attribute score just by adjusting tensors dimensions. With this trick, the model detects an attribute in a drawing and also recognizes the points linked to it. Moreover, by overlapping filtered lines of portraits, an attribute's visual essence is depicted. Meet the FaCells.
翻译:人类心理抽象的线条。 一组线条可以形成一张绘图。 一组图纸可以给LSTM网络输入层提供一个 LSTM 网络输入层, 考虑到每个图条都是线条列表和一行点列表。 本文提出将名人肖像的性别分类为广泛、 更艺术的借口的毫无意义的动机。 调查结果驱使了令人信服的想法在这里讨论。 实验比较了代表图条的不同方法, 将图条输入到网络中, 并显示坐标( x, y) 的绝对格式比先前点( Dx, Dy) 的相对格式( Dx, Dy) 更好。 实验还显示, 由于LSTMMS 的经常性性质, 将名画的性别分类顺序分类作为广泛、 艺术化的借口。 最小的“ pencil” 排列线的长度标准被证明是合适的, 可能将其降为 TSP 模式。 性别分类的最佳配置显示 LSTM 的层次是每个输入点的隐藏状态值,, 由全球平均直观线条线条, 的直径顺序依为一个全球平均的直线条, 的直线条, 直线条路路路路路的顺序,, 的顺序的顺序的顺序的排序的排序的排序的顺序被递归为直路路,, 直线条, 直路的直到直路,,, 直到直到直路的直路路路路路路路路的顺序,, 直路的直路的直路路路的顺序,,,, 直线路的排序的直路的直路的直路的直路的直路的直路的直路的直,, 直路路的直路的直,, 直 直,, 直,, 直 直 直 直 直 直 直路的 直路的 直 直路的 直路的 直路的 直 直路的 直,, 直 路的 直 路的,, 直 直路的 直,, 直 直 直 直 直 直 直