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逆排列先恢复位置，像素答案仍然未知","sha256":"2282f7dc3f872d968d2c3ba43e53e041cb2515d3900a744f3d6fcbd197ffeb30","chapter":{"id":"I","title":"学习信号与表示"},"unit":{"id":"i-masked-prediction","title":"限制可见信息，怎样构成可验证的重建任务？"},"page":{"id":"h-i-restore-positions-not-pixels","title":"逆排列先恢复位置，像素答案仍然未知","number":1},"sectionTitle":"逆排列先恢复位置，像素答案仍然未知","currentQuestion":"限制可见信息，怎样构成可验证的重建任务？","sourceSlides":["l3-r2-p21"],"knowledgeBlock":null,"formulas":[],"previousBlock":null,"nextBlock":"b-60b5e89230f99cfdc83bc224","prerequisites":[{"id":"b-205c89896c224f1b48566e6c","url":"#b-205c89896c224f1b48566e6c","role":"problem-context"}],"relatedBlocks":[{"id":"b-714f55ffc153f8397b01d44d","url":"#b-714f55ffc153f8397b01d44d","relation":"figure-and-explanation"}]},{"id":"b-60b5e89230f99cfdc83bc224","type":"h2","scope":"explanation","url":"https://codingai-lec03.pages.dev/course/pages/l3-r2-p21.html#b-60b5e89230f99cfdc83bc224","content":"## 解释、算例与证据","sha256":"d71cf15e707c8a3674b4c90a599efee783cb84da5b8c8236a1d01c3add7b4958","chapter":{"id":"I","title":"学习信号与表示"},"unit":{"id":"i-masked-prediction","title":"限制可见信息，怎样构成可验证的重建任务？"},"page":{"id":"h-i-restore-positions-not-pixels","title":"逆排列先恢复位置，像素答案仍然未知","number":1},"sectionTitle":"逆排列先恢复位置，像素答案仍然未知","currentQuestion":"限制可见信息，怎样构成可验证的重建任务？","sourceSlides":["l3-r2-p21"],"knowledgeBlock":null,"formulas":[],"previousBlock":"b-5f20459515a115b2cc93cecd","nextBlock":"b-c7d2393f08cab66e45c2a8fe","prerequisites":[{"id":"b-5f20459515a115b2cc93cecd","url":"#b-5f20459515a115b2cc93cecd","role":"section-title"},{"id":"b-205c89896c224f1b48566e6c","url":"#b-205c89896c224f1b48566e6c","role":"problem-context"}],"relatedBlocks":[{"id":"b-714f55ffc153f8397b01d44d","url":"#b-714f55ffc153f8397b01d44d","relation":"figure-and-explanation"}]},{"id":"b-c7d2393f08cab66e45c2a8fe","type":"h1","scope":"document","url":"https://codingai-lec03.pages.dev/course/pages/l3-r2-p21.html#b-c7d2393f08cab66e45c2a8fe","content":"# P21 · 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学习表示机制图，状态 2；解码端：所有位置加入 pᵢ；隐藏位置共用一个 mask 向量 M；h0+p0；M+p1；M+p2；h3+p3；M+p4；M+p5；M+p6；M+p7；M+p8；h9+p9；M+p10；M+p11；M+p12；M+p13；h14+p14；M+p15；4 个 h + 12 个 M；轻量解码器；ŷ0；ŷ1；ŷ2；ŷ3；ŷ4；ŷ5；ŷ6；ŷ7；ŷ8；ŷ9；ŷ10；ŷ11；ŷ12；ŷ13；ŷ14；ŷ15；各位置的像素预测（符号示意）；原图目标 x；L = (1/12) Σ隐藏块 MSE(ŷᵢ, xᵢ)；橙框：12 个计入 loss 的位置；预训练后留下编码器；重建用解码器不必进入下游系统。\n\n4个编码结果和12个共享mask加位置线索进入解码器；输出是16个符号像素预测，橙框只标隐藏位置，原图小图为目标。\n\n- 解码端：所有位置加入 pᵢ；隐藏位置共用一个 mask 向量 M\n- h0+p0\n- M+p1\n- M+p2\n- h3+p3\n- M+p4\n- M+p5\n- M+p6\n- M+p7\n- M+p8\n- h9+p9\n- M+p10\n- M+p11\n- M+p12\n- M+p13\n- h14+p14\n- M+p15\n- 4 个 h + 12 个 M\n- 轻量解码器\n- ŷ0\n- ŷ1\n- ŷ2\n- ŷ3\n- ŷ4\n- ŷ5\n- ŷ6\n- ŷ7\n- ŷ8\n- ŷ9\n- ŷ10\n- ŷ11\n- ŷ12\n- ŷ13\n- ŷ14\n- ŷ15\n- 各位置的像素预测（符号示意）\n- 原图目标 x\n- L = (1/12) Σ隐藏块 MSE(ŷᵢ, xᵢ)\n- 橙框：12 个计入 loss 的位置\n- 预训练后留下编码器；重建用解码器不必进入下游系统。4个编码结果和12个共享mask加位置线索进入解码器；输出是16个符号像素预测，橙框只标隐藏位置，原图小图为目标。 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只评价隐藏位置，别让已知真值稀释误差","sha256":"8baf9709f97a2f1ec7bc22b63d8f641831732ac32b20cecf8b70dca225a0ce8e","chapter":{"id":"I","title":"学习信号与表示"},"unit":{"id":"i-masked-prediction","title":"限制可见信息，怎样构成可验证的重建任务？"},"page":{"id":"h-i-masked-loss-and-known-positions","title":"只评价隐藏位置，别让已知真值稀释误差","number":2},"sectionTitle":"只评价隐藏位置，别让已知真值稀释误差","currentQuestion":"限制可见信息，怎样构成可验证的重建任务？","sourceSlides":["l3-r2-p21"],"knowledgeBlock":null,"formulas":[],"previousBlock":null,"nextBlock":"b-01617afb5a070181d45a483e","prerequisites":[{"id":"b-01617afb5a070181d45a483e","url":"#b-01617afb5a070181d45a483e","role":"problem-context"}],"relatedBlocks":[]},{"id":"b-01617afb5a070181d45a483e","type":"p","scope":"h-i-masked-loss-and-known-positions","url":"https://codingai-lec03.pages.dev/course/pages/l3-r2-p21.html#b-01617afb5a070181d45a483e","content":"已知位置、未知内容和用于比较的原图，是三种不同对象。","sha256":"5fe525697e7379acd8d113d90f03c41389475cf4903736b00f3781cd75573105","chapter":{"id":"I","title":"学习信号与表示"},"unit":{"id":"i-masked-prediction","title":"限制可见信息，怎样构成可验证的重建任务？"},"page":{"id":"h-i-masked-loss-and-known-positions","title":"只评价隐藏位置，别让已知真值稀释误差","number":2},"sectionTitle":"只评价隐藏位置，别让已知真值稀释误差","currentQuestion":"限制可见信息，怎样构成可验证的重建任务？","sourceSlides":["l3-r2-p21"],"knowledgeBlock":null,"formulas":[],"previousBlock":"b-2fc1eeef206d58975c1b7ef0","nextBlock":"b-e2368f730fec015491bac2b1","prerequisites":[{"id":"b-2fc1eeef206d58975c1b7ef0","url":"#b-2fc1eeef206d58975c1b7ef0","role":"section-title"}],"relatedBlocks":[]},{"id":"b-e2368f730fec015491bac2b1","type":"h3","scope":"mae-masked-loss-denominator","url":"https://codingai-lec03.pages.dev/course/pages/l3-r2-p21.html#b-e2368f730fec015491bac2b1","content":"### 只在隐藏位置算损失，分母也要一致","sha256":"af2d608a6191f692fec842bedeea1c0350f6418e5d98f1788ef14e6b9454bc8f","chapter":{"id":"I","title":"学习信号与表示"},"unit":{"id":"i-masked-prediction","title":"限制可见信息，怎样构成可验证的重建任务？"},"page":{"id":"h-i-masked-loss-and-known-positions","title":"只评价隐藏位置，别让已知真值稀释误差","number":2},"sectionTitle":"只在隐藏位置算损失，分母也要一致","currentQuestion":"限制可见信息，怎样构成可验证的重建任务？","sourceSlides":["l3-r2-p21"],"knowledgeBlock":"mae-masked-loss-denominator","formulas":[],"previousBlock":"b-01617afb5a070181d45a483e","nextBlock":"b-c105c110b6723749f2e1219e","prerequisites":[{"id":"b-2fc1eeef206d58975c1b7ef0","url":"#b-2fc1eeef206d58975c1b7ef0","role":"section-title"},{"id":"b-01617afb5a070181d45a483e","url":"#b-01617afb5a070181d45a483e","role":"problem-context"}],"relatedBlocks":[{"id":"b-c105c110b6723749f2e1219e","url":"#b-c105c110b6723749f2e1219e","relation":"same-reasoning"},{"id":"b-cd1a7a345d6fecfcc10ec6c8","url":"#b-cd1a7a345d6fecfcc10ec6c8","relation":"same-reasoning"},{"id":"b-4a4c114a3270dc821835eebd","url":"#b-4a4c114a3270dc821835eebd","relation":"same-reasoning"}]},{"id":"b-c105c110b6723749f2e1219e","type":"p","scope":"mae-masked-loss-denominator","url":"https://codingai-lec03.pages.dev/course/pages/l3-r2-p21.html#b-c105c110b6723749f2e1219e","content":"令隐藏集合为 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