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单韦乔
Toy-MT-Introduction
Commits
ed5d1e42
Commit
ed5d1e42
authored
Nov 14, 2019
by
Lee
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Merge branch 'master' of
http://47.105.50.196/NiuTrans/Toy-MT-Introduction
parents
0b49aad8
a147039a
显示空白字符变更
内嵌
并排
正在显示
2 个修改的文件
包含
207 行增加
和
163 行删除
+207
-163
Section06-Neural-Machine-Translation/section06-test.tex
+21
-162
Section06-Neural-Machine-Translation/section06.tex
+186
-1
没有找到文件。
Section06-Neural-Machine-Translation/section06-test.tex
查看文件 @
ed5d1e42
...
...
@@ -85,6 +85,11 @@
\newlength
{
\mystep
}
\newlength
{
\base
}
\newlength
{
\wseg
}
\newlength
{
\hseg
}
\newlength
{
\wnode
}
\newlength
{
\hnode
}
\usefonttheme
[onlylarge]
{
structurebold
}
\IfFileExists
{
C:/WINDOWS/win.ini
}
...
...
@@ -139,176 +144,30 @@
\subsection
{
注意力机制
}
%%%------------------------------------------------------------------------------------------------------------
%%%
NMT的数学描述
\begin{frame}
{
数学建模
}
%%%
如何定义注意力函数
\begin{frame}
{
计算注意力权重 - 注意力函数
}
\begin{itemize}
\item
对于源语言序列
$
\textbf
{
x
}
=
\{
x
_
1
,x
_
2
,...,x
_
m
\}
$
,生成目标语序列
$
\textbf
{
y
}
=
\{
y
_
1
,y
_
2
,...,y
_
n
\}
$
的概率可以被描述为
\item
再来看一下注意力权重的定义。这个过程实际上是对
$
a
(
\cdot
,
\cdot
)
$
做指数归一化:
\\
\vspace
{
-0.3em
}
\begin{displaymath}
\
log\textrm
{
P
}
(
\textbf
{
y
}
|
\textbf
{
x
}
) =
\sum
_{
j=1
}^{
n
}
\log\textrm
{
P
}
(y
_
j|
\textbf
{
y
}_{
<j
}
,
\textbf
{
x
}
)
\
alpha
_{
i,j
}
=
\frac
{
\exp
(a(s
_{
i-1
}
, h
_
j))
}{
\sum
_{
j'
}
\exp
(a(s
_{
i-1
}
, h
_{
j'
}
))
}
\end{displaymath}
根据源于句子
$
\textbf
{
x
}$
和已生成的译文
$
\textbf
{
y
}_{
<j
}
=
\{
y
_
1
,y
_
2
,...,y
_{
j
-
1
}
\}
$
生成第
$
j
$
个译文
$
y
_
j
$
\item
<2->
\textbf
{
核心
}
:如何求解
$
\textrm
{
P
}
(
y
_
j|
\textbf
{
y
}_{
<j
}
,
\textbf
{
x
}
)
$
。在这个循环神经网络模型中,有三个步骤
\begin{enumerate}
\item
输入的单词用分布式表示,如
$
\textbf
{
x
}$
被表示为词向量序列
$
e
_
x
(
\textbf
{
x
}
)
$
,同理
$
\textbf
{
y
}_{
<j
}$
被表示为
$
e
_
y
(
\textbf
{
y
}_{
<j
}
)
$
\item
源语言句子被一个RNN编码为一个表示
$
C
$
,如前面的例子中是一个实数向量
\item
目标端解码用另一个RNN,因此生成
$
y
_
j
$
时只考虑前一个状态
$
s
_{
j
-
1
}$
(这里,
$
s
_{
j
-
1
}$
表示RNN第
$
j
-
1
$
步骤的隐层状态)
\end{enumerate}
\end{itemize}
\end{frame}
%%%------------------------------------------------------------------------------------------------------------
%%% 各部分的解释
\begin{frame}
{
数学建模(续)
}
\vspace
{
-1.5em
}
\begin{center}
% \hspace*{-1.5cm}
\begin{tikzpicture}
\setlength
{
\base
}{
0.9cm
}
\tikzstyle
{
rnnnode
}
= [rounded corners=1pt,minimum height=0.5
\base
,minimum width=1
\base
,draw,inner sep=0pt,outer sep=0pt]
\tikzstyle
{
wordnode
}
= [font=
\tiny
]
% RNN translation model
\begin{scope}
[local bounding box=RNNMT]
% RNN Encoder
\coordinate
(eemb0) at (0,0);
\foreach
\x
[count=
\y
from 0] in
{
1,2,...,3
}
\node
[rnnnode,minimum height=0.5\base,fill=green!30!white,anchor=west]
(eemb
\x
) at ([xshift=0.4
\base
]eemb
\y
.east)
{
\tiny
{$
e
_
x
()
$}}
;
\foreach
\x
in
{
1,2,...,3
}
\node
[rnnnode,fill=blue!30!white,anchor=south]
(enc
\x
) at ([yshift=0.3
\base
]eemb
\x
.north)
{}
;
\node
[]
(enclabel1) at (enc1)
{
\tiny
{$
h
_{
m
-
2
}$}}
;
\node
[]
(enclabel2) at (enc2)
{
\tiny
{$
h
_{
m
-
1
}$}}
;
\node
[rnnnode,fill=purple!30!white]
(enclabel3) at (enc3)
{
\tiny
{$
h
_{
m
}$}}
;
\node
[wordnode,left=0.4\base of enc1]
(init1)
{$
\cdots
$}
;
\node
[wordnode,left=0.4\base of eemb1]
(init2)
{$
\cdots
$}
;
\node
[wordnode,below=0pt of eemb1]
()
{
走
}
;
\node
[wordnode,below=0pt of eemb2]
()
{
吗
}
;
\node
[wordnode,below=0pt of eemb3]
()
{$
\langle
$
eos
$
\rangle
$}
;
% RNN Decoder
\foreach
\x
in
{
1,2,...,3
}
\node
[rnnnode,minimum height=0.5\base,fill=green!30!white,anchor=south]
(demb
\x
) at ([yshift=
\base
]enc
\x
.north)
{
\tiny
{$
e
_
y
()
$}}
;
\foreach
\x
in
{
1,2,...,3
}
\node
[rnnnode,fill=blue!30!white,anchor=south]
(dec
\x
) at ([yshift=0.3
\base
]demb
\x
.north)
{{
\tiny
{$
s
_
\x
$}}}
;
\foreach
\x
in
{
1,2,...,3
}
\node
[rnnnode,minimum height=0.5\base,fill=red!30!white,anchor=south]
(softmax
\x
) at ([yshift=0.3
\base
]dec
\x
.north)
{
\tiny
{
Softmax
}}
;
\node
[wordnode,right=0.4\base of demb3]
(end1)
{$
\cdots
$}
;
\node
[wordnode,right=0.4\base of dec3]
(end2)
{$
\cdots
$}
;
\node
[wordnode,right=0.4\base of softmax3]
(end3)
{$
\cdots
$}
;
% Decoder input words
\node
[wordnode,below=0pt of demb1]
(decwordin)
{$
\langle
$
sos
$
\rangle
$}
;
\ExtractX
{$
(
demb
2
.south
)
$}
\ExtractY
{$
(
decwordin.base
)
$}
\node
[wordnode,anchor=base]
() at (
\XCoord
,
\YCoord
)
{
Do
}
;
\ExtractX
{$
(
demb
3
.south
)
$}
\ExtractY
{$
(
decwordin.base
)
$}
\node
[wordnode,anchor=base]
() at (
\XCoord
,
\YCoord
)
{
you
}
;
% Decoder output words
\node
[wordnode,above=0pt of softmax1]
(decwordout)
{
Do
}
;
\ExtractX
{$
(
softmax
2
.north
)
$}
\ExtractY
{$
(
decwordout.base
)
$}
\node
[wordnode,anchor=base]
() at (
\XCoord
,
\YCoord
)
{
you
}
;
\ExtractX
{$
(
softmax
3
.north
)
$}
\ExtractY
{$
(
decwordout.base
)
$}
\node
[wordnode,anchor=base]
() at (
\XCoord
,
\YCoord
)
{
know
}
;
% Connections
\draw
[-latex']
(init1.east) to (enc1.west);
\draw
[-latex']
(dec3.east) to (end2.west);
\foreach
\x
in
{
1,2,...,3
}
\draw
[-latex']
(eemb
\x
) to (enc
\x
);
\foreach
\x
in
{
1,2,...,3
}
\draw
[-latex']
(demb
\x
) to (dec
\x
);
\foreach
\x
in
{
1,2,...,3
}
\draw
[-latex']
(dec
\x
.north) to (softmax
\x
.south);
\foreach
\x
[count=
\y
from 2] in
{
1,2
}
{
\draw
[-latex']
(enc
\x
.east) to (enc
\y
.west);
\draw
[-latex']
(dec
\x
.east) to (dec
\y
.west);
}
\coordinate
(bridge) at ([yshift=0.4
\base
]enc2.north west);
\draw
[-latex']
(enc3.north) .. controls +(north:0.3
\base
) and +(east:
\base
) .. (bridge) .. controls +(west:2.7
\base
) and +(west:0.3
\base
) .. (dec1.west);
\visible
<2->
{
\node
[anchor=east] (line1) at ([xshift=-3em,yshift=0.5em]softmax1.west)
{
\scriptsize
{
基于RNN的隐层状态
$
s
_
i
$}}
;
\node
[anchor=north west] (line2) at ([yshift=0.3em]line1.south west)
{
\scriptsize
{
预测目标词的概率
}}
;
\node
[anchor=north west] (line3) at ([yshift=0.3em]line2.south west)
{
\scriptsize
{
通常,用Softmax函数
}}
;
\node
[anchor=north west] (line4) at ([yshift=0.3em]line3.south west)
{
\scriptsize
{
实现
$
\textrm
{
P
}
(
y
_
i|...
)
$}}
;
}
\visible
<3->
{
\node
[anchor=north west] (line11) at ([yshift=-1.8em]line4.west)
{
\scriptsize
{
每个词的one-hot
}}
;
\node
[anchor=north west] (line12) at ([yshift=0.3em]line11.south west)
{
\scriptsize
{
离散化表示都被转化为
}}
;
\node
[anchor=north west] (line13) at ([yshift=0.3em]line12.south west)
{
\scriptsize
{
实数向量,即词嵌入
}}
;
\node
[anchor=north west] (line14) at ([yshift=0.3em]line13.south west)
{
\scriptsize
{
(
$
e
_
x
()
$
和
$
e
_
y
()
$
函数)
}}
;
}
\visible
<4->
{
\node
[anchor=west] (line21) at ([xshift=1.3em,yshift=1.5em]enc3.east)
{
\scriptsize
{
源语编码器最后一个
}}
;
\node
[anchor=north west] (line22) at ([yshift=0.3em]line21.south west)
{
\scriptsize
{
循环单元的输出被
}}
;
\node
[anchor=north west] (line23) at ([yshift=0.3em]line22.south west)
{
\scriptsize
{
看作是句子的表示,
}}
;
\node
[anchor=north west] (line24) at ([yshift=0.3em]line23.south west)
{
\scriptsize
{
记为
$
C
$}}
;
}
\begin{pgfonlayer}
{
background
}
\visible
<2->
{
\node
[rectangle,inner sep=0.2em,rounded corners=1pt,fill=red!10,drop shadow,draw=red] [fit = (line1) (line2) (line3) (line4)] (box1)
{}
;
\node
[rectangle,inner sep=0.2em,rounded corners=1pt,very thick,dotted,draw=red] [fit = (softmax1) (softmax2) (softmax3)] (box4)
{}
;
\draw
[->,dotted,very thick,red] ([yshift=1em,xshift=2.5em]box1.east) -- ([yshift=1em,xshift=0.1em]box1.east);
}
\item
<2-> 注意力函数
$
a
(
s,h
)
$
的目的是捕捉
$
s
$
和
$
h
$
之间的
\alert
{
相似性
}
,这也可以被看作是目标语表示和源语言表示的一种``统一化'',即把源语言和目标语表示在同一个语义空间,进而语义相近的内容有更大的相似性。
\visible
<3->
{
定义
$
a
(
s,h
)
$
的方式:
}
\visible
<3->
{
\node
[rectangle,inner sep=0.2em,rounded corners=1pt,fill=green!10,drop shadow,draw=ugreen] [fit = (line11) (line12) (line13) (line14)] (box2)
{}
;
\node
[rectangle,inner sep=0.2em,rounded corners=1pt,very thick,dotted,draw=ugreen] [fit = (eemb1) (eemb2) (eemb3)] (box5)
{}
;
\node
[rectangle,inner sep=0.2em,rounded corners=1pt,very thick,dotted,draw=ugreen] [fit = (demb1) (demb2) (demb3)] (box6)
{}
;
\draw
[->,dotted,very thick,ugreen] ([yshift=-1.3em,xshift=2.5em]box2.east) -- ([yshift=-1.3em,xshift=0.1em]box2.east);
\draw
[->,dotted,very thick,ugreen] ([xshift=0.1em]box6.west) .. controls +(west:1) and +(east:1) .. ([yshift=1.0em]box2.east) ;
\begin{displaymath}
a(s,h) =
\left\{
\begin{array}
{
ll
}
s h
^
T
&
\textrm
{
向量乘
}
\\
\textrm
{
cos
}
(s, h)
&
\textrm
{
向量夹角
}
\\
s
\textbf
{
W
}
h
^
T
&
\textrm
{
线性模型
}
\\
\textrm
{
TanH
}
(
\textbf
{
W
}
[s,h])
\textbf
{
v
}^
T
&
\textrm
{
拼接
}
\end{array}
\right
.
\end{displaymath}
$
\textbf
{
W
}$
和
$
\textbf
{
v
}$
是可学习参数
}
\visible
<4->
{
\node
[rectangle,inner sep=0.2em,rounded corners=1pt,fill=purple!10,drop shadow,draw=purple] [fit = (line21) (line22) (line23) (line24)] (box3)
{}
;
\node
[rectangle,inner sep=0.2em,rounded corners=1pt,very thick,dotted,draw=purple] [fit = (enc3)] (box7)
{}
;
\draw
[->,dotted,very thick,purple] ([xshift=0.1em]box7.east) -- ([xshift=0.8em]box7.east) ;
}
\end{pgfonlayer}
\end{scope}
\end{tikzpicture}
\end{center}
\visible
<5->
{
\vspace
{
-1.5em
}
\begin{itemize}
\item
可以重新定义
\\
\vspace
{
-0.8em
}
\begin{displaymath}
\textrm
{
P
}
(y
_
j|
\textbf
{
y
}_{
<j
}
,
\textbf
{
x
}
)
\triangleq
\textrm
{
P
}
(y
_
j|s
_{
j-1
}
, C)
\end{displaymath}
对于上图中的模型,进一步化简为:
\\
\vspace
{
-0.3em
}
\begin{displaymath}
\textrm
{
P
}
(y
_
j|
\textbf
{
y
}_{
<j
}
,
\textbf
{
x
}
)
\triangleq
\left\{
\begin{matrix}
\textrm
{
P
}
(y
_
j|C)
\ \ \ \
&
j = 1
\\
\textrm
{
P
}
(y
_
j|s
_{
j-1
}
)
&
j > 1
\end{matrix}
\right
.
\end{displaymath}
\end{itemize}
}
\end{frame}
%%%------------------------------------------------------------------------------------------------------------
...
...
Section06-Neural-Machine-Translation/section06.tex
查看文件 @
ed5d1e42
...
...
@@ -83,6 +83,10 @@
\newcounter
{
mycount4
}
\newlength
{
\mystep
}
\newlength
{
\base
}
\newlength
{
\wseg
}
\newlength
{
\hseg
}
\newlength
{
\wnode
}
\newlength
{
\hnode
}
\usefonttheme
[onlylarge]
{
structurebold
}
...
...
@@ -1709,7 +1713,7 @@ NLP问题的隐含结构假设 & 无隐含结构假设,端到端学习 \\
\node
[anchor=west] (math1) at ([xshift=5em,yshift=1em]th2.east)
{$
C
_
i
=
\sum
_{
j
}
\alpha
_{
i,j
}
h
_
j
\ \
$}
;
}
\visible
<3->
{
\node
[anchor=north west] (math2) at ([yshift=-2em]math1.south west)
{$
\alpha
_{
i,j
}
=
\frac
{
\exp
(
\beta
_{
i,j
}
)
}{
\sum
_
j
\exp
(
\beta
_{
i,j
}
)
}$}
;
\node
[anchor=north west] (math2) at ([yshift=-2em]math1.south west)
{$
\alpha
_{
i,j
}
=
\frac
{
\exp
(
\beta
_{
i,j
}
)
}{
\sum
_
{
j'
}
\exp
(
\beta
_{
i,j'
}
)
}$}
;
\node
[anchor=north west] (math3) at ([yshift=-0em]math2.south west)
{$
\beta
_{
i,j
}
=
a
(
s
_{
i
-
1
}
, h
_
j
)
$}
;
}
...
...
@@ -1737,6 +1741,187 @@ NLP问题的隐含结构假设 & 无隐含结构假设,端到端学习 \\
\end{frame}
%%%------------------------------------------------------------------------------------------------------------
%%% 注意力权重的可视化
\begin{frame}
{
注意力权重
$
\alpha
_{
ij
}$}
\begin{itemize}
\item
注意力权重
$
\alpha
_{
ij
}$
的可视化
\end{itemize}
\vspace
{
-1.5em
}
\begin{center}
\begin{tikzpicture}
\setlength
{
\wseg
}{
1.5cm
}
\setlength
{
\hseg
}{
1.0cm
}
\setlength
{
\wnode
}{
3.75cm
}
\setlength
{
\hnode
}{
1.0cm
}
\tikzstyle
{
elementnode
}
= [rectangle,text=white,anchor=center]
\tikzstyle
{
srcnode
}
= [rotate=45,font=
\small
,anchor=south west]
\tikzstyle
{
tgtnode
}
= [left,font=
\small
,anchor=north east]
\tikzstyle
{
alignmentnode
}
= [rectangle,draw,minimum height=3.6
\hnode
,minimum width=0.36
\hnode
]
\tikzstyle
{
probnode
}
= [fill=blue!30,minimum width=0.4
\hnode
]
\tikzstyle
{
labelnode
}
= [above]
% alignment matrix
\begin{scope}
[scale=0.9,yshift=0.12in]
\foreach
\i
/
\j
/
\c
in
{
0/7/0.2, 1/7/0.45, 2/7/0.15, 3/7/0.15, 4/7/0.15, 5/7/0.15,
0/6/0.35, 1/6/0.45, 2/6/0.15, 3/6/0.15, 4/6/0.15, 5/6/0.15,
0/5/0.25, 1/5/0.15, 2/5/0.15, 3/5/0.35, 4/5/0.15, 5/5/0.15,
0/4/0.15, 1/4/0.25, 2/4/0.2, 3/4/0.30, 4/4/0.15, 5/4/0.15,
0/3/0.15, 1/3/0.15, 2/3/0.8, 3/3/0.25, 4/3/0.15, 5/3/0.25,
0/2/0.15, 1/2/0.15, 2/2/0.15, 3/2/0.15, 4/2/0.25, 5/2/0.3,
0/1/0.15, 1/1/0.15, 2/1/0.15, 3/1/0.15, 4/1/0.8, 5/1/0.15,
0/0/0.15, 1/0/0.15, 2/0/0.15, 3/0/0.15, 4/0/0.25, 5/0/0.60
}
\node
[elementnode,minimum size=0.6*\hnode*\c,inner sep=0.1pt,fill=blue]
(a
\i\j
) at (0.5*
\hnode*\i
-5.4*0.5*
\hnode
,0.5*
\hnode*\j
-1.05*
\hnode
)
{}
;
%attention score labels
\node
[align=center]
(l17) at (a17)
{
\scriptsize
{{
\color
{
white
}
.4
}}}
;
\node
[align=center]
(l26) at (a06)
{
\scriptsize
{{
\color
{
white
}
.3
}}}
;
\node
[align=center]
(l26) at (a16)
{
\scriptsize
{{
\color
{
white
}
.4
}}}
;
\node
[align=center]
(l17) at (a35)
{
\scriptsize
{{
\color
{
white
}
.3
}}}
;
\node
[align=center]
(l17) at (a34)
{
\tiny
{{
\color
{
white
}
.3
}}}
;
\node
[align=center]
(l17) at (a23)
{
\small
{{
\color
{
white
}
.8
}}}
;
\node
[align=center]
(l17) at (a41)
{
\small
{{
\color
{
white
}
.8
}}}
;
\node
[align=center]
(l17) at (a50)
{
\small
{{
\color
{
white
}
.7
}}}
;
% source
\node
[srcnode]
(src1) at (-5.4*0.5*
\hnode
,-1.05*
\hnode
+7.5*0.5*
\hnode
)
{
\scriptsize
{
Have
}}
;
\node
[srcnode]
(src2) at ([xshift=0.5
\hnode
]src1.south west)
{
\scriptsize
{
you
}}
;
\node
[srcnode]
(src3) at ([xshift=0.5
\hnode
]src2.south west)
{
\scriptsize
{
learned
}}
;
\node
[srcnode]
(src4) at ([xshift=0.5
\hnode
]src3.south west)
{
\scriptsize
{
nothing
}}
;
\node
[srcnode]
(src5) at ([xshift=0.5
\hnode
]src4.south west)
{
\scriptsize
{
?
}}
;
\node
[srcnode]
(src6) at ([xshift=0.5
\hnode
]src5.south west)
{
\scriptsize
{
EOS
}}
;
% target
\node
[tgtnode]
(tgt1) at (-6.0*0.5*
\hnode
,-1.05*
\hnode
+7.5*0.5*
\hnode
)
{
\scriptsize
{
你
}}
;
\node
[tgtnode]
(tgt2) at ([yshift=-0.5
\hnode
]tgt1.north east)
{
\scriptsize
{
什么
}}
;
\node
[tgtnode]
(tgt3) at ([yshift=-0.5
\hnode
]tgt2.north east)
{
\scriptsize
{
都
}}
;
\node
[tgtnode]
(tgt4) at ([yshift=-0.5
\hnode
]tgt3.north east)
{
\scriptsize
{
没
}}
;
\node
[tgtnode]
(tgt5) at ([yshift=-0.5
\hnode
]tgt4.north east)
{
\scriptsize
{
学
}}
;
\node
[tgtnode]
(tgt6) at ([yshift=-0.5
\hnode
]tgt5.north east)
{
\scriptsize
{
到
}}
;
\node
[tgtnode]
(tgt7) at ([yshift=-0.5
\hnode
]tgt6.north east)
{
\scriptsize
{
?
}}
;
\node
[tgtnode]
(tgt8) at ([yshift=-0.5
\hnode
]tgt7.north east)
{
\scriptsize
{
EOS
}}
;
\end{scope}
\visible
<2->
{
% alignment rectangle 2
\node
[alignmentnode, ugreen, anchor=north west]
(alignment1) at ([xshift=-0.3em,yshift=0.4em]a07.north west)
{}
;
}
\visible
<3->
{
% alignment rectangle 1
\node
[alignmentnode, red, anchor=north west]
(alignment2) at ([xshift=-0.1em,yshift=0.2em]a17.north west)
{}
;
}
\visible
<3->
{
% alignment bars 2
\node
[probnode,anchor=south west,minimum height=0.4\hnode,inner sep=0.1pt,fill=red!40,label=below:\scriptsize{$0.4$}]
(attn21) at ([xshift=2.3
\hnode
,yshift=-0.0
\hnode
]alignment2.east)
{}
;
\node
[probnode,anchor=south west,minimum height=0.4\hnode,inner sep=0.1pt,fill=red!40,label=below:\scriptsize{$0.4$}]
(attn22) at ([xshift=1pt]attn21.south east)
{}
;
\node
[probnode,anchor=south west,minimum height=0.05\hnode,inner sep=0.1pt,fill=red!40,label=below:\scriptsize{$0$}]
(attn23) at ([xshift=1pt]attn22.south east)
{}
;
\node
[probnode,anchor=south west,minimum height=0.1\hnode,inner sep=0.1pt,fill=red!40,label=below:\scriptsize{$0.1$}]
(attn24) at ([xshift=1pt]attn23.south east)
{}
;
\node
[probnode,anchor=south west,minimum height=0.05\hnode,inner sep=0.1pt,fill=red!40,label=below:\scriptsize{$0$}]
(attn25) at ([xshift=1pt]attn24.south east)
{}
;
\node
[probnode,anchor=south west,minimum height=0.05\hnode,inner sep=0.1pt,fill=red!40,label=below:\scriptsize{$...$}]
(attn26) at ([xshift=1pt]attn25.south east)
{}
;
}
\visible
<2->
{
% alignment bars 1
\node
[probnode,anchor=south,minimum height=0.2\hnode,inner sep=0.1pt,fill=ugreen!40,label=below:\scriptsize{$0.2$}]
(attn11) at ([xshift=2.5
\hnode
,yshift=-1em]alignment2.north east)
{}
;
\node
[probnode,anchor=south west,minimum height=0.3\hnode,inner sep=0.1pt,fill=ugreen!40,label=below:\scriptsize{$0.3$}]
(attn12) at ([xshift=1pt]attn11.south east)
{}
;
\node
[probnode,anchor=south west,minimum height=0.2\hnode,inner sep=0.1pt,fill=ugreen!40,label=below:\scriptsize{$0.2$}]
(attn13) at ([xshift=1pt]attn12.south east)
{}
;
\node
[probnode,anchor=south west,minimum height=0.05\hnode,inner sep=0.1pt,fill=ugreen!40,label=below:\scriptsize{$0$}]
(attn14) at ([xshift=1pt]attn13.south east)
{}
;
\node
[probnode,anchor=south west,minimum height=0.05\hnode,inner sep=0.1pt,fill=ugreen!40,label=below:\scriptsize{$0$}]
(attn15) at ([xshift=1pt]attn14.south east)
{}
;
\node
[probnode,anchor=south west,minimum height=0.05\hnode,inner sep=0.1pt,fill=ugreen!40,label=below:\scriptsize{$...$}]
(attn16) at ([xshift=1pt]attn15.south east)
{}
;
}
\visible
<3->
{
% coverage score formula node
\node
[anchor=north west]
(formula) at ([xshift=-0.3
\hnode
,yshift=-2.5
\hnode
]attn11.south)
{
\small
{
不同
$
C
_
i
$
所对应的源语言词的权重是不同的
}}
;
}
\visible
<3->
{
% matrix -> attn2
\draw
[->,red]
([xshift=0.1em,yshift=2.3em]alignment2.east).. controls +(east:1.9cm) and +(west:1.0cm) ..([xshift=-0.15
\hnode
,yshift=-0.0
\hnode
]attn21.north west);
}
\visible
<2->
{
\draw
[->,ugreen]
([xshift=0.1em,yshift=-1.2em]alignment1.north east)--([xshift=2.2
\hnode
,yshift=-1.2em]alignment2.north east);
}
\visible
<3->
{
% attn2 -> cov2
\draw
[->]
([xshift=0.2
\hnode
,yshift=0.0
\hnode
]attn26.east)--([xshift=0.7
\hnode
,yshift=0.0
\hnode
]attn26.east) node[pos=0.5,above] (sum2)
{
\small
{$
\sum
$}}
;
% 0.3 - 0.5 height of the
}
\visible
<2->
{
% attn1 -> cov1
\draw
[->]
([xshift=0.2
\hnode
]attn16.east)--([xshift=0.7
\hnode
]attn16.east) node[pos=0.5,above] (sum1)
{
\small
{$
\sum
$}}
;
}
% coverage score for each source word
\visible
<2->
{
\node
[anchor=west]
(sc1) at ([xshift=0.9
\hnode
]attn16.east)
{$
C
_
1
=
\sum
_{
i
=
1
}^{
8
}
\alpha
_{
i
1
}
h
_{
i
}$}
;
}
\visible
<3->
{
\node
[anchor=west]
(sc2) at ([xshift=0.9
\hnode
,yshift=0.0
\hnode
]attn26.east)
{$
C
_
2
=
\sum
_{
i
=
1
}^{
8
}
\alpha
_{
i
2
}
h
_{
i
}$}
;
}
\end{tikzpicture}
\end{center}
\visible
<4->
{
\begin{itemize}
\item
对比
\end{itemize}
\begin{center}
{
\small
\begin{tabular}
{
l | l
}
引入注意力机制以前
&
引入注意力机制以后
\\
\hline
$
\textrm
{
``Have''
}
=
\argmax
_{
y
}
\textrm
{
P
}
(
y|
0
,
\alert
{
C
}
)
$
&
$
\textrm
{
``Have''
}
=
\argmax
_{
y
}
\textrm
{
P
}
(
y|
0
,
\alert
{
C
_
1
}
)
$
\\
$
\textrm
{
``you''
}
=
\argmax
_{
y
}
\textrm
{
P
}
(
y|s
_
1
,
\alert
{
C
}
)
$
&
$
\textrm
{
``you''
}
=
\argmax
_{
y
}
\textrm
{
P
}
(
y|s
_
1
,
\alert
{
C
_
2
}
)
$
\end{tabular}
}
\end{center}
}
\end{frame}
%%%------------------------------------------------------------------------------------------------------------
%%% 如何定义注意力函数
\begin{frame}
{
计算注意力权重 - 注意力函数
}
\begin{itemize}
\item
再来看一下注意力权重的定义。这个过程实际上是对
$
a
(
\cdot
,
\cdot
)
$
做指数归一化:
\\
\vspace
{
-0.3em
}
\begin{displaymath}
\alpha
_{
i,j
}
=
\frac
{
\exp
(a(s
_{
i-1
}
, h
_
j))
}{
\sum
_{
j'
}
\exp
(a(s
_{
i-1
}
, h
_{
j'
}
))
}
\end{displaymath}
\item
<2-> 注意力函数
$
a
(
s,h
)
$
的目的是捕捉
$
s
$
和
$
h
$
之间的
\alert
{
相似性
}
,这也可以被看作是目标语表示和源语言表示的一种``统一化'',即把源语言和目标语表示在同一个语义空间,进而语义相近的内容有更大的相似性。
\visible
<3->
{
定义
$
a
(
s,h
)
$
的方式:
}
\vspace
{
-1em
}
\visible
<3->
{
\begin{displaymath}
a(s,h) =
\left\{
\begin{array}
{
ll
}
s h
^
T
&
\textrm
{
向量乘
}
\\
\textrm
{
cos
}
(s, h)
&
\textrm
{
向量夹角
}
\\
s
\textbf
{
W
}
h
^
T
&
\textrm
{
线性模型
}
\\
\textrm
{
TanH
}
(
\textbf
{
W
}
[s,h])
\textbf
{
v
}^
T
&
\textrm
{
拼接
}
[s,h]+
\textrm
{
单层网络
}
\end{array}
\right
.
\end{displaymath}
\vspace
{
-0.3em
}
$
\textbf
{
W
}$
和
$
\textbf
{
v
}$
是可学习参数
}
\end{itemize}
\end{frame}
%%%------------------------------------------------------------------------------------------------------------
\section
{
Transformer
}
%%%------------------------------------------------------------------------------------------------------------
...
...
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