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0_3_6.mp3
好 那 我 們 就 繼 續 講 吧
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61.322066
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61.899417
0_7_8.mp3
我 們 就 繼 續 講 吧
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63.665495
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64.23128
0_10_12.mp3
好 那 我 們 接 下 來 呢
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70.33174
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70.434284
0_12_17.mp3
就 是 要 講 三 個 lifelong learning 的 可 能 解 法
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59.719397
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59.886614
0_17_19.mp3
那 第 一 個 解 法
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66.943575
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66.949077
0_19_24.mp3
叫 做 selective synaptic plasticity
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67.898048
0_24_25.mp3
那 從 字 面 上
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68.65416
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68.677634
0_25_28.mp3
你 可 能 一 下 子 沒 有 辦 法 get 到 說
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66.363578
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66.395951
0_28_30.mp3
這 個 方 法 到 底 想 要 做 什 麼
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58.771997
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58.193763
0_31_34.mp3
這 個 synaptic 是 突 觸 的 意 思
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65.749391
0_34_37.mp3
就 是 我 們 腦 神 經 中 這 個
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0_37_39.mp3
神 經 跟 神 經 之 間 的 連 結
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63.093495
0_39_41.mp3
這 個 叫 做 突 觸
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60.706296
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60.281803
0_41_43.mp3
plasticity 呢
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69.802729
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70.123545
0_43_45.mp3
是 可 塑 性 的 意 思
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68.721611
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69.026729
0_45_46.mp3
所 以 簡 單 來 說
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67.528215
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67.528215
0_46_48.mp3
這 個 方 法 想 要 做 的 事 情 就 是
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46.670568
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46.483689
0_48_53.mp3
我 們 只 讓 我 們 的 這 個 類 神 經 網 路 中
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68.284131
0_53_55.mp3
某 一 些 神 經 元
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65.856267
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67.568218
0_55_58.mp3
或 某 一 些 神 經 元 間 的 連 結
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69.073676
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69.58379
0_58_59.mp3
具 有 可 塑 性
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69.181365
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69.447412
0_59_61.mp3
selective 的 意 思 就 是 說
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62.491535
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62.5141
0_61_64.mp3
只 有 部 分 的 連 結 是 有 可 塑 性 的
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66.70758
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67.011996
0_64_66.mp3
有 一 些 連 結 必 須 被 固 化
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51.937504
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51.617354
0_66_68.mp3
它 必 須 不 能 夠 再 移 動
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68.976091
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69.040521
0_68_71.mp3
不 能 夠 再 改 變 它 的 數 值
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61.923108
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62.08906
0_72_74.mp3
那 像 這 樣 的 方 法 又 叫 做
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70.118693
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70.162767
0_74_77.mp3
regularization based 的 方 法
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57.507398
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56.750069
0_77_79.mp3
那 這 個 面 向
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71.348287
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71.397307
0_79_80.mp3
這 個 研 究 的 面 向
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63.434909
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63.434909
0_80_82.mp3
在 lifelong learning 的 領 域 裡 面
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63.536496
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63.700722
0_82_85.mp3
我 覺 得 是 發 展 得 最 完 整 的
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68.198176
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68.751189
0_85_87.mp3
所 以 等 一 下 我 們 會 花 比 較 多 的 時 間
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66.483408
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66.854349
0_87_90.mp3
來 講 selective synaptic plasticity
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60.354388
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60.156936
0_90_91.mp3
那 另 外 兩 個 面 向 呢
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70.843587
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70.887125
0_91_95.mp3
我 們 都 只 用 一 兩 頁 投 影 片 很 快 地 帶 過
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65.707914
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65.6972
0_95_98.mp3
那 你 會 發 現 作 業 裡 面 主 要 的 問 題
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66.109777
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66.316074
0_98_99.mp3
也 都 集 中 在
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70.283906
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70.290206
0_99_102.mp3
跟 regularization based 有 關 的 方 法 上 面
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67.176824
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67.294551
0_103_105.mp3
好 那 我 們 先 來 想 一 下
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67.834977
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68.591166
0_105_108.mp3
為 什 麼 catastrophic forgetting 這 件 事 情
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69.998506
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70.010224
0_108_109.mp3
會 發 生 呢
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62.187244
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63.243109
0_110_113.mp3
我 們 假 設 有 任 務 一 跟 任 務 二
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65.911897
0_113_114.mp3
這 兩 個 任 務
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63.999482
0_114_115.mp3
而 這 兩 個 任 務 呢
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69.550699
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69.693192
0_115_118.mp3
我 們 假 設 我 們 的 模 型 只 有 兩 個 參 數
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66.903447
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66.998625
0_118_120.mp3
θ1 跟 θ2
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69.128832
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69.277225
0_120_122.mp3
那 當 然 一 個 模 型 通 常 有 上
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64.596763
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64.58816
0_122_124.mp3
上 百 萬 上 億 個 參 數
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66.237707
0_124_126.mp3
不 過 我 們 假 設 只 有 兩 個 參 數
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63.402885
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63.267953
0_127_130.mp3
好 那 這 個 投 影 片 上 這 兩 張 圖
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68.596573
0_130_135.mp3
代 表 的 是 任 務 一 跟 任 務 二 的 loss function
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68.366318
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68.743298
0_135_137.mp3
也 就 是 在 任 務 一 上 面
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66.972562
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67.219013
0_137_141.mp3
如 果 你 的 θ1 跟 θ2
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71.788863
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72.181831
0_141_142.mp3
設 不 一 樣 的 值
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68.382508
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68.427307
0_142_144.mp3
你 就 會 有 不 一 樣 的 loss
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68.244884
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68.423781
0_144_148.mp3
那 我 們 用 顏 色 來 代 表 loss 的 大 小
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68.585949
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69.055622
0_149_151.mp3
如 果 顏 色 越 偏 藍 色
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68.358231
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68.784993
0_151_153.mp3
就 代 表 loss 越 大
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38.382968
0_153_154.mp3
顏 色 越 偏 白 色
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68.41569
0_156_157.mp3
不 好 意 思 我 剛 才 說 反
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67.525921
0_157_158.mp3
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66.729139
0_158_160.mp3
代 表 loss 越 小
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68.32181
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69.700666
0_160_162.mp3
顏 色 越 偏 白 色
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69.072565
0_162_164.mp3
代 表 loss 越 大
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14.248013
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8.572418
0_164_167.mp3
好 所 以 左 右 兩 張 圖 分 別 就 是 任 務 一
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54.601228
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54.694522
0_167_170.mp3
跟 任 務 二 的 loss function
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54.482623
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54.049631
0_170_172.mp3
也 就 是 他 們 的 error surface
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66.061897
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65.824153
0_173_176.mp3
好 那 我 們 現 在 先 讓 模 型 訓 練 任 務 一
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28.166124
0_176_178.mp3
那 模 型 怎 麼 訓 練 任 務 一 呢
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68.56792
0_178_180.mp3
你 要 有 一 個 隨 機 初 始 化 的 參 數
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62.224277
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62.193632
0_180_183.mp3
我 們 這 邊 叫 它 θ0
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66.365386
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66.550022
0_184_186.mp3
然 後 我 們 會 用 gradient descent 的 方 法
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61.957397
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61.995805
0_186_189.mp3
去 調 整 θ0 的 參 數
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64.684272
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65.746791
0_189_192.mp3
那 你 就 按 照 gradient 的 方 向 呢
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66.531509
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66.60749
0_192_194.mp3
去 update θ0 的 參 數
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70.068951
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70.447707
0_194_196.mp3
得 到 θb
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67.36713
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67.924083
0_196_198.mp3
好 那 假 設 update 夠 多 次 數
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69.191933
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69.283339
0_198_200.mp3
你 覺 得 loss 降 得 夠 低 了
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64.406474
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64.197655
0_200_203.mp3
那 你 就 等 於 是 把 任 務 一 學 完 了
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63.413675
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63.372964
0_203_205.mp3
那 假 設 任 務 一 學 完 後
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70.170761
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70.214372
0_205_208.mp3
我 們 得 到 的 參 數 是 θb
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65.581663
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66.193722
0_208_212.mp3
接 下 來 我 們 得 繼 續 解 任 務 二
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62.578859
0_212_213.mp3
你 就 把 θb
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69.020128
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69.108437
0_213_215.mp3
同 樣 的 參 數 拷 貝 過 來
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62.554325
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62.074478
0_215_219.mp3
拷 貝 到 任 務 二 的 這 個 error surface 上 面
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65.776917
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65.944837
0_219_220.mp3
注 意 一 下
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68.316826
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68.163105
0_220_223.mp3
雖 然 左 右 兩 邊 error surface 是 不 一 樣 的
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66.217996
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66.611544
0_223_226.mp3
但 是 θb 我 們 這 邊 指 的 是 同 一 組 參 數
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65.1459
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65.384316
0_226_230.mp3
θb 是 用 任 務 一 訓 練 出 來 的 參 數
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65.191627
0_230_233.mp3
我 們 現 在 把 它 用 在 任 務 二 上
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69.567519
0_233_236.mp3
我 們 現 在 把 θb 放 在 任 務 二 上
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69.417533
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69.775744
0_236_238.mp3
繼 續 去 做 訓 練
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61.974889
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61.84548
0_239_240.mp3
那 在 任 務 二 上
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44.083274
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48.658228
0_240_244.mp3
我 們 有 另 外 一 個 不 一 樣 的 error surface
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66.544443
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67.183057
0_244_246.mp3
根 據 這 個 任 務 二 的 error surface
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44.705826
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42.592011
0_246_248.mp3
去 再 update 參 數
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68.253035
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68.81674
0_248_252.mp3
那 我 們 可 能 會 把 θb 往 右 上 角 移
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69.48496
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69.682064
0_253_255.mp3
那 得 到 θ*
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13.95877
0_255_258.mp3
θ* 是 訓 練 完 任 務 一
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