process supervision is not timely, and the final enter-
prise replacement course grade is higher and lacks
distinction. Literature (Yang 2021) suggests that the
modern apprenticeship system can solve the problems
of inadequate standards of vocational education sys-
tem, lack of "application-oriented curriculum" and
lack of corporate responsibility, but it does not clarify
the specific reform plan and lacks practical effects.
Mismatch between faculty technical skills up-
grading and rapid business development. For the
training of technical skill talents, the construction of
teachers is an important link and the key to ensure the
quality of talent training. At present, the construction
and continuous training of "dual-teacher" teachers
still face many problems. Teachers in colleges and
universities are less involved in actual projects in en-
terprises and less involved in front-line production
lines, and teachers who have obtained "dual-teacher"
qualifications lack follow-up continuous learning and
exercise process, which makes technical skills fail
over time. In the literature(Jiang 2021, Yi 2021, Zhao
2021)the "1+X" certificate system is used to train
technical skill talents in a complex way, and the re-
form ideas are mainly proposed in three aspects: fac-
ulty, curriculum system and quality evaluation, but
they only emphasize the reform measures without in-
dicating specific criteria, such as talent training qual-
ity evaluation criteria.
3 BP NEURAL NETWORK
3.1 Theory
BP neural network, a multi-layer feed-forward neural
network consists of information forward transmission
and error back propagation, and the topology is di-
vided into 3 layers, i.e., input layer, implicit layer and
output layer. In the process of forward propagation of
information, the signal will then be processed from
the input layer through the implicit layer by layer and
finally reach the output layer and output the infor-
mation processing results, completing a learning pro-
cess of forward propagation. When the output layer
does not get the expected target output value, it enters
the backward propagation phase of the error, adjusts
the network weights and thresholds according to the
error value, and trains repeatedly to make the BP and
repeated training to make the predicted output of the
BP neural network The network weights and thresh-
olds are adjusted according to the error value, and the
training is repeated so that the predicted output of the
BP neural network is continuously approximated to
finally achieve the expected output and complete the
overall modeling The modeling effect is completed.
3.2 BP Neural Network Mathematical
Model
The corresponding data model is constructed accord-
ing to the principle of BP neural network, and the spe-
cific construction process (Cong 2009, Zhang 2013)
is as follows.
Let the input layer of the BP network have neu-
rons(m), the output layer has neurons(n), the middle
layer(p) has one neuron, and the training samples are
N. Then the network is set up as follows: input sample
vector π΄
ξ―
=(π₯

,π₯
ξ¬Ά
,β¦ ,π₯
ξ―
), expected output vec-
tor π
ξ―
=(π¦

,π¦
ξ¬Ά
,β¦ ,π¦
ξ―‘
), actual output vector π
ξ―
ξ·‘
=
(π¦

ξ·,π¦
ξ¬Ά
ξ·,β¦,π¦
ξ―‘
ξ·) , network weighted input for each
layer in the middle of the network π
ξ―
=
ξ΅«π

,π
ξ¬Ά
,β¦,π
ξ―£
ξ΅―, network output of the intermediate
layersπ΅
ξ―
=(π

,π
ξ¬Ά
,β¦,π
ξ―£
), the weighted inputs of the
output layer each layer πΏ
ξ―
=ξ΅«π

,π
ξ¬Ά
,β¦,π
ξ―£
ξ΅―, the con-
nection right of the Input layer to intermediate layer
w
ij,
intermediate layer to output layer connection
rights v
ij
, threshold values for each cell in the middle
layer
ΞΈ
j
, threshold values for each cell of the output
layer r
i.
. Among them in π=1,2,β¦,π ;π‘=
1,2,β¦,π;π = 1,2,β¦π.
The whole training process is as follows:
a) Initialize and assign random
values to connection rights w
ij
, v
ij
and thresh-
olds
ΞΈ
j
, r
i
.
b) Input training samples (A
1
, Y
1
).
c) Using the inputs A
k
, connection
weights w
ij
and thresholds
ΞΈ
j
, compute the
output of each neuron in the interlayer.
π
ξ―
=π
(ξ―¦
ξ³
)
,π
ξ―
=ξ·π€
ξ―ξ―
π₯
ξ―
+π
ξ―
(1)
ξ―
ξ―ξ
d) Using b
j
the connection weights v
ij
and
thresholds r
i.
, the output of each neuron in the
output layer is calculated.
π¦
ξ―§
ξ·=π(π
ξ―§
), π
ξ―§
=
β
(π£
ξ―ξ―
π
ξ―
+
ξ―£
ξ―ξ
π
ξ―§
) (2)
e) Using Y
k
the actual output of the net-
work π
ξ·
ξ―
, calculate the correction error of
each output layer unit's correction error.
π
ξ―§
=π¦
ξ―§
ξ·β
(
1βπ¦
ξ―§
ξ·
)
β
(
π¦
ξ―§
β π¦ξ·
)
(3)
f) Using v
jt
, b
j
, π¦
ξ―§
ξ· to calculate the cor-
rection error for each cell in the hidden layer.