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Go/dynamic/matrixmultiplication.go at master · gitgitcode/Go · GitHub
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matrixmultiplication.go
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// matrix chain multiplication problem
// https://en.wikipedia.org/wiki/Matrix_chain_multiplication
// www.geeksforgeeks.org/dynamic_programming-set-8-matrix-chain-multiplication/
package
dynamic
import
"github.com/TheAlgorithms/Go/math/min"
// MatrixChainRec function
func
MatrixChainRec
(
D
[]
int
,
i
,
j
int
)
int
{
// d[i-1] x d[i] : dimension of matrix i
if
i
==
j
{
return
0
}
q
:=
1
<<
32
for
k
:=
i
;
k
<
j
;
k
++
{
prod
:=
MatrixChainRec
(
D
,
i
,
k
)
+
MatrixChainRec
(
D
,
k
+
1
,
j
)
+
D
[
i
-
1
]
*
D
[
k
]
*
D
[
j
]
q
=
min
.
Int
(
prod
,
q
)
}
return
q
}
// MatrixChainDp function
func
MatrixChainDp
(
D
[]
int
)
int
{
// d[i-1] x d[i] : dimension of matrix i
N
:=
len
(
D
)
dp
:=
make
([][]
int
,
N
)
// dp[i][j] = matrixChainRec(D, i, j)
for
i
:=
0
;
i
<
N
;
i
++
{
dp
[
i
]
=
make
([]
int
,
N
)
dp
[
i
][
i
]
=
0
}
for
l
:=
2
;
l
<
N
;
l
++
{
for
i
:=
1
;
i
<
N
-
l
+
1
;
i
++
{
j
:=
i
+
l
-
1
dp
[
i
][
j
]
=
1
<<
31
for
k
:=
i
;
k
<
j
;
k
++
{
prod
:=
dp
[
i
][
k
]
+
dp
[
k
+
1
][
j
]
+
D
[
i
-
1
]
*
D
[
k
]
*
D
[
j
]
dp
[
i
][
j
]
=
min
.
Int
(
prod
,
dp
[
i
][
j
])
}
}
}
return
dp
[
1
][
N
-
1
]
}
/*
func main() {
D := []int{2, 2, 2, 2, 2} // 4 matrices
fmt.Print(matrixChainRec(D, 1, 4), "\n")
fmt.Print(matrixChainDp(D), "\n")
}
*/
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