INTELLIGENT APPLICATION OF DIGITAL
SHARED MANAGEMENT SYSTEM IN
JOURNAL RESOURCE INTEGRATION
Yong-Cai*
Hunan College of Finance and Economics, Changsha, Hunan, 410000, China
Email: 313486070@qq.com
Reception: 4 January 2024 | Acceptance: 30 January 2024 | Publication: 29 February 2024
Suggested citation:
Yong-Cai (2024). Intelligent Application of Digital Shared Management
System in Journal Resource Integration. 3C TIC. Cuadernos de desarrollo
aplicados a las TIC, 13(1), 159-177. https://doi.org/10.17993/3ctic.2024.131.159-177
https://doi.org/10.17993/3ctic.2024.131.159-177
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Ed.44 | Iss.13 | N.1 January - March 2024
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ABSTRACT
In this paper, a journal resource integration system under digital sharing was designed
to assess the symmetry of the journal resource matrix using the shared resource
matrix analysis method, so that the journal resources can transmit information covertly
among the subjects. Subsequently, the collected journal resource data were
processed to improve the accuracy of information categorization and integration to
form a perfect resource management system. The nature of journal resources was
deeply understood by calculating the characteristic observable vectors of journal
resources. Finally, with the help of ant colony particle optimization algorithm, the
sharing sequence and time of journal resources were calculated, and the metadata
format of all journals was unified and standardized to complete the design of journal
resource integration system. The results show that the whole average integration
efficiency of journal resources is 92.8%. Compared with the traditional integration
system, the integration efficiency is improved by 28.3%, which fully confirms the
significant performance improvement of the designed digital system in the integration
of shared journal resources.
KEYWORDS
Digital sharing; journal resource integration; shared resource matrix; ant colony
particle; shared sequence
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INDEX
ABSTRACT .....................................................................................................................2
KEYWORDS ...................................................................................................................2
1. INTRODUCTION .......................................................................................................4
2. INTELLIGENT DESIGN OF JOURNAL RESOURCE INTEGRATION SYSTEM
UNDER DIGITAL SHARING .....................................................................................6
2.1. Shared Resource Matrix Analysis ......................................................................6
2.2. Establishment of a journal resource library ........................................................7
2.3. Computing observable vectors for journal resource characterization ................8
2.4. Feature similarity determination .........................................................................8
3. SHARED MANAGEMENT SYSTEM RESOURCE CONSOLIDATION
PROGRAMME_ ........................................................................................................9
3.1. Optimizing adaptation values .............................................................................9
3.2. Optimal value solution ......................................................................................11
3.3. Journal Resource Integration Process .............................................................11
4. DIGITAL SHARING SYSTEM DESIGN ..................................................................12
4.1. General framework ...........................................................................................12
4.2. Categorized search module .............................................................................13
5. ANALYSIS OF THE EFFECT OF INTELLIGENT APPLICATION OF JOURNAL
RESOURCE INTEGRATION ..................................................................................14
5.1. Comparison of success rates ...........................................................................14
5.2. Comparison of integration efficiency ................................................................15
5.3. Integration time comparison .............................................................................16
6. CONCLUSION ........................................................................................................17
REFERENCES ..............................................................................................................17
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1. INTRODUCTION
Journals are the most utilized and have the highest information value, with the
characteristics of short publication cycle, novel content, large amount of information,
and the ability to systematically reflect the latest scientific and technological
developments, which makes them essential materials for teachers and students of
colleges and universities to engage in teaching and scientific research activities [1-2].
The so-called integration of periodical resources refers to the orderly organization of
periodical resources of different types and formats based on certain needs and
requirements, and presenting them to readers in a unified way through intermediate
technology. The periodical resource system through integration, with integrated search
function, is a new type of periodical resource system with cross-platform, cross-
database and cross-content [3-4]. With the construction of digital libraries, digital
resources are becoming more and more abundant, especially journal resources [5].
There are many kinds of journal resources, large amount of data, and different forms,
and different journal resources often have independent databases, retrieval systems,
and distribution systems, which makes the journal resources relatively scattered and
cluttered, and causes a lot of inconvenience for readers to retrieve and utilize them
[6]. Therefore, intelligent integration of journal resources has become an important
part of the construction of digital digital sharing management system, which will
improve the effective utilization of journal resources by readers.
Ahmad, N identified three categories of critical success factors (CSFs), namely,
program design and implementation, quality culture and excellence, and institutional
infrastructure and support, for a total of 11 CSFs, through the observation of several
programs of King Khalid University in the process of ABET accreditation. Using the
fuzzy hierarchical analysis and the method of perfect agreement, the SFs and their
dimensions in terms of continuous academic quality assurance, ABET accreditation
were Relative importance was ranked comprehensively [7]. Rini, G. P et al. explored
the intrinsic link between customer orientation in terms of unique resource integration,
exchange memory system. Identify the key factors affecting customer service
performance based on the theory of competitive advantage of firms. Using Indonesian
hotel managers and administrators as research subjects, 327 valid questionnaires
were distributed with a validity rate of 70.6%. It was found that firm-specific resource
integration enhances customer service quality, with customer-oriented antecedents of
customer orientation and interactive memory [8]. Eppard, J et al. tested the flipped
learning approach in a class for one semester, triangulated by exam scores of the
students, interviews with participants, and instructor's reflections. The results indicated
that flipped learning had positive outcomes in terms of increasing student self-efficacy,
promoting leaner independent learning, and providing resources for concept
introduction and review [9]. Wunderlich, J et al. suggest that there is still a gap in how
to select appropriate assemblies for different purposes and a need for guidance for
practitioners. An architecture is proposed with three components to guide the
integration effort, designing a four-stage integration evaluation methodology and
classifying integration based on qualitative explorations into three categories, and
finally proposing an incremental approach to selecting the appropriate aggregation
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approach based on the needs of the evaluation [10]. Bae, J et al. proposed a
reinforcement learning based network scheduling algorithm for single-hop downlink
scenarios, whereby the network optimization problem is formalized as a Markov
decision process problem by introducing a new state-action value function. And a
reinforcement learning algorithm for upper confidence bound exploration is designed
to ensure that the loss of performance is minimized [11]. In modern cities,
transportation digitization plays a crucial role as an important means of connecting all
kinds of transportation service providers and users. Jabbari, M et al. based on the
existing pedestrian road network model. The digital modeling took urban residents as
the main body and constructed a multi-level pedestrian system with the help of digital
technology [12]. Rajabi, E et al. made e-learning content public on the Internet, which
is conducive to achieving the sharing and reuse of teaching resources, and enhances
the interoperability of data in the network. Utilizing the principle of Linked Data,
educational metadata is made public as Linked Open Data and its content is
interconnected with web datasets in order to improve the interoperability of web
resources and thus achieve the sharing and reuse of educational resources [13]. Nijs,
M et al. proposed that the online educational repository is a good global resource for
science and technology and that the global virtual teaching and online lectures can
provide the audience around the world with evidence-based evidence-based
knowledge from which knowledge including distance learning can be gained. The
library is an excellent resource tool for conducting resource sharing workshops for
ART professionals and providing effective hands-on vocational education training for
ART professionals through virtual training tools, thus reducing unnecessary
duplication of efforts [14].
In this paper, first of all, through the shared resource matrix analysis method, the
system carries out in-depth analysis of periodical resources, determines the symmetry
of the matrix to the periodical resources, and realizes the hidden transmission of
information between the subjects. A complete journal resource library is established,
and a multi-level intelligent walking system is constructed through fine processing and
classification and integration. The system further calculates the observable vectors of
journal resource features to deeply understand the nature of journal resources.
Through the determination of feature similarity, it provides the basis of intelligent
decision-making for the subsequent resource integration. In the resource integration
scheme of the shared management system, the system optimizes the adaptation
values and solves the optimal values through intelligent algorithms to ensure that the
diversity of resources and user needs are fully considered in the integration process.
An intelligent journal resource integration process is designed to make the system
more efficient and intelligent in the integration process. Finally, the design of the digital
sharing system adopts an intelligent classification and search module, which enables
users to obtain the required journal resources more conveniently and intelligently. The
construction of the overall framework ensures that the structure of the system is
reasonable and stable.
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2. INTELLIGENT DESIGN OF JOURNAL RESOURCE
INTEGRATION SYSTEM UNDER DIGITAL SHARING
2.1. SHARED RESOURCE MATRIX ANALYSIS
Shared Resource Matrix Analysis was first proposed by R. Kemmerer in 1982, the
algorithm stores the trusted computing base of the system in the form of a matrix,
where the original language has access rights to the trusted computing base variables
[15-16]. Under the operation of the system, the storage is the read and write
permissions that the system calls have on the shared resource variables. When using
the shared resource matrix analysis method, it is first necessary to check all shared
resources that can be accessed by the subjects, and then to determine whether they
are able to pass information covertly between all subjects. In implementing this step,
each of the original languages in the system needs to be carefully examined.
Given a matrix of size , it needs to be satisfied if is
symmetric about journal resource :
(1)
In the formula, indicates the number of journal resources less than
in statistical array , and indicates the number of journal resources
greater than in statistical array . Through the position of journal resources in the
matrix, the symmetry of the matrix about the journal resources can be judged, if the
matrix is symmetrical about the standard symmetry of the journal resources, formula
(1) must be established, and the value of formula (1) also reflects the symmetry of the
matrix about the journal resources.
Using matrix analysis to analyze the content of journal resources and resource
search records, user interests can be fully explored so that resource
recommendations can be given to users. The one-dimensional matrix is generalized
to a high-dimensional space of size , where is the sample size and is the
dimension. Then the space can be described by a matrix of size as:
(2)
A=[e1,e2,e3,L,em]
1×m
A
ei
Less (A,ei)More (A,ei)= 0
Less (A,ei)
A
More (A,ei)
A
S
n×m
n
m
Mar
n×m
M
ar =
a
11
a
12
L a
1j
L a
1m
a21 a22 L a2jL a2m
M M O M O M
an1ai2L aij L aim
M M O M O M
an1an2L anj L anm
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A point in a known space is symmetric about the projective
position of in every dimension if the space is symmetric about , i.e., the following
condition is satisfied:
(3)
where denotes the rd column of matrix , where denotes the th
dimension of . In order to better represent the symmetry of space about , the
concept of symmetry rate is designed as:
(4)
The symmetry ratio reflects the symmetry of the matrix with respect to the points;
the higher the ratio, the more likely it is that the matrix is symmetric with respect to .
2.2. ESTABLISHMENT OF A JOURNAL RESOURCE LIBRARY
In order to improve the accuracy of information classification and integration, the
collected journal resource data are processed. Setting the resource training set as ,
which contains kinds of resources, through this setting, we can get the expected
value of the classification result of the resource kinds, which can be expressed by the
formula as follows:
(5)
Where is the information in the journal resource, and is the probability of
data classification rationality. Connecting the repository and the terminal to form a
complete resource management system to provide users and managers with more
convenient and efficient journal resource services.
xi=[xi1,xi2,L,xim]
xi
S
xi
Less
(
Mar1,xi1
)
More
(
Mar1,xi1
)
= 0
Less (Mar2,xi2)More (Mar2,xi2)= 0
Less (Mar3,xi3)More (Mar3,xi3)= 0
M
Less (Marm,xim)More (Marm,xim)=
0
Marm
m
Mar
j
xi
S
xi
P
xi =
m
j=1
nLess
(
Marj,x
)
More
(
Marj,xij
)
n
xi
A
n
In fo(A)=
n
i=1
plg p
i
In fo
pi
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2.3. COMPUTING OBSERVABLE VECTORS FOR JOURNAL
RESOURCE CHARACTERIZATION
First, the total number of characteristic variables of the initial sample is determined
and denoted by . Second, by orthogonally transforming the characteristic variables
of the initial sample to obtain integrated variables and
constructing a coefficient matrix , the resource integration characteristic equation is
expressed as:
(6)
The non-negative eigenvalues of sample are sorted to meet the requirements of
. The top resource integration features can be obtained through
equation (6) with the following expression:
(7)
where is the uncertainty of journal resource integration and is the journal
resource integration coefficient.
Using to describe the first journal resource features as the ratio of all first-order
features is expressed as:
(8)
where is the information of each type of feature and is the observed
variable. The observable vector of resource features is calculated according to Eq. (8)
and the expression is:
(9)
Where is the unobservable vector, is the factor loadings of journal resource
integration features, and is the factor affecting . By calculating the journal resource
characteristic observable vector, it is possible to understand the journal resources
more deeply.
2.4. FEATURE SIMILARITY DETERMINATION
In the process of journal resource integration, vectors are utilized to complete the
representation of journal text information. The processed journal text information is
n
n
X=x1,x2,,xn
u
(y1,y2,y3)
R
λ
(i) =
|RX|
{(
y
1,
y
2,
y
3)}
x
1
,x
2
,,x
n
u
λi
λ1λ2λn0
m
Φ
(p) =
mλ(i)
ξ(e)
η(r
)
η(r)
ξ(e)
α
m
α
=
mβ(p)
μ(R)
×v(e)(σ*κ
)
v(e)
κ
(X) =
XF
(aij)
nm
ciεi×X
i
F
ci
εi
ci
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represented by vectors, firstly, the feature words in the journal text are extracted,
assuming that the extracted feature word is , then the journal text
information of the metadata item can be represented as:
(10)
Where is the feature term of the nd text, and is the weight occupied by this
feature term.
It is calculated according to the similarity algorithm of cosine:
(11)
Where is the metadata item of journal resource information , and is the
weight occupied by the th journal text information feature item.
According to the above calculation, the semantic similarity of journal resources can
be derived as follows:
(12)
Where denotes the weighted weights of the metadata items.
When the calculated similarity is 1, the resources represented by the two calculated
sets of metadata are proved to be equivalent, and if the calculated similarity is
between , the two sets of journal resources are proved to be similar, where
denotes an empirical value and is usually considered to be .
3. SHARED MANAGEMENT SYSTEM RESOURCE
CONSOLIDATION PROGRAMME_
3.1. OPTIMIZING ADAPTATION VALUES
Using ant colony particle swarm optimization algorithm, according to the time given
to the click frequency of journal resource categories and resource categories,
respectively, click on the path of the 2 indicators of different weights, calculate the
similarity of the user, as a way to improve the efficiency of pre-school periodical
resource integration, to provide core support for the intelligent design of the journal
resource integration system under the digital sharing [17-19].
Let there be
collection of journal resource tasks in the system, i.e.,
, which needs to be implemented on the collection of resource
nodes , where the computational resource node is described by
m1,m2,,mx
dm=(m1,q1;m2,q2;;mx,qx)
mx
x
qx
cos
dm
(
x1,x2
)
=
q
1
×q
1
+q
2
×q
2
++q
x
×q
x
xq2
x×xq 2
x
q
x
x2
dm
x
cos (x1,x2)=qdm cosdm (x1,x2)
qdm
α1
α
0.2 < α< 1.0
n
T={T1,T2, LTn}
G={G1,G2,LGm}
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and the standalone task is described by . A
feasible sequence of journal resource assignments is described by particle positions,
and if the journal resource tasks are realized on the resource nodes, the position of
particle is shown below:
(13)
where denotes a feasible journal resource organization solution.
Set the time used by the journal resource task to achieve resource consolidation as
, the total elapsed time to perform the journal
resource subtasks as , and set to be extremely small as the optimization
objective. Then the adaptation value for one organizing is:
(14)
In the ant colony algorithm, the ant pheromone concentration is proportional to the
selection probability. The click frequency of each resource category can be obtained
by calculating the number of clicks on each resource category and the resources
under the resource category visited by the user in each session, and quoting it with
the total number of clicks on all the resources in this session. Then take the average
value of the click frequency of the resource category in a certain period of time,
construct the click frequency user matrix of the resource category, and find the
similarity of the click frequency vector of the user's resource category by solving the
similarity of the click frequency vector of the user's resource category in the frequency
user matrix of the resource category. Initially each path has the same pheromone, in
moment nodes, the ant is described by , then the probability that the ant picks the
next node is:
(15)
Where, denotes the relative weight of the predicted value of computational power,
denotes the quality of the line of the ant at the node,
denotes the node of computational resources that the
ant did not choose, denotes the relative weight of pheromone, denotes the
forbidden table of the ant, denotes the relative weight of the quality of the line,
denotes the strength of pheromone of the ant to view the node at the th
moment, from the th node, and is a constant, and is a random coefficient.
Gi= (i[1,m])
Ti= (i[1,n])
k
Xk=
{
x1,x2,L,xj,L,xn
}
Xk
Gij = (i{1,2,L,m}, j{1,2,L,n})
Gi
Gma x
Gma x =
max
{Ci}
d
i
k
P
k
ij =
(
Tij(d)
)α
Lqij(d)β
1
2
(
EV α
j(d)γ
)
Lqij(d)β
ne(k)
(Tij(d))α
Lqij(d)βg21
2
(EV α
n(d)γ)
Lqin(d)β
0,
γ
Pk
ij
k
i
u(k) = {0,1, L, n1} e(k)
α
e(k)
β
Tij(d)
j
d
i
q0
q
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3.2. OPTIMAL VALUE SOLUTION
In order to solve the global optimal solution and ensure that the line quality or
pheromone value of the node is extremely high, this paper controls the probability of
the ants selecting a node by using random coefficients and constants assigning a
forgetting factor to each access path to the journal resource category by the user in a
certain period of time [20]. For nodes whose pheromone concentration is not 0, the
solution is:
(16)
At moment , the ant realizes a 1-times loop with an update rule for the amount of
information on each path:
(17)
(18)
Where, denotes the persistence of the ant trajectory, is the informative
increment of link , denotes the number of pheromones left by ant on link
within this cycle, and denotes the length of the link that ant traverses for a
week, the informative increment of link is updated by Eq:
(19)
Set the number of iterations to 0, i.e. , set virtual nodes
have ants, in order to solve the node, need to initially organize the sequence,
through the taboo table of ants to remove the resource node labeling, a calculation of
the resource node , which can be achieved through the formula (18) to select. Within
the resource organizing sequence, set the position of the node, based on the taboo
table of ants to remove . The completion time of the resource organizing sequence,
according to the formula (17) to solve the optimal solution, to get the completion of the
optimal periodicals resource organizing sequence with time [21].
3.3. JOURNAL RESOURCE INTEGRATION PROCESS
The main idea of the integration of journal resources is to unify and standardize the
operation of all journal metadata formats, and then add all these metadata to the
established journal database. The metadata of all journal databases to be imported
are described in a unified Extensible Markup Language (XML) format, so as to lay a
good foundation for future data exchange and dumping. Then these journal resource
metadata described in XML format will be imported into the journal database, the
Tij(t+ 1) = ρ×Tij(t)
n
T
ij(t+n)=ρ
(
Tij(t)+1
)
+
1
2
ΔTi
j
Δ
Tij =
m
k=1
ΔT
k
i
j
ρ
ΔTij
(i,j)
Q
k
(i,j)
Lk
k
(i,j)
Δ
Tif =
{Q
Lk,
0,
N= 0,u(k) = {1,2,L,n}
n
m
j
j
j
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specific implementation process is shown in Figure 1. In the XML format metadata
mapping to relational databases, the use of structural mapping approach, that is, in
the storage of relational databases, the first according to the schema or mining out the
schema information inherent in the document to generate the corresponding relational
schema, and then according to the generated relational schema of the XML document
to analyze the decomposition and will be stored in the corresponding data table.
Journal resource data may come from different databases, they all have their own
different complex formats, due to the customizability and extensibility, solves the
problem of a unified interface for data, enough to express various types of data.
Figure 1. Journal resource integration realization process
4. DIGITAL SHARING SYSTEM DESIGN
4.1. GENERAL FRAMEWORK
The overall structure design of the system is to divide the system into logical
structures on the basis of the demand analysis, to determine the distribution of
functions among the levels and parts within the levels, and to determine the
interrelationships among the levels and parts. The system can be divided into three
layers, i.e., data layer, business processing layer and application layer. After the
system is separated by layers, the change of functions can be realized by changing
the related layers, and due to the relative independence of each layer, the change of a
certain layer will not have an impact on other layers. The advantage of dividing the
system into so many levels is that it can make the system architecture more clear, so
that the function accomplished by each level is relatively single, and the code of the
function is regular, which makes it possible to put more energy into the processing of
business logic. The overall framework of the system is shown in Figure 2. The unified
database retrieval module is an effective way to integrate journal resources, due to
the rich content of journal resources with diverse carriers, for which a retrieval module
should be set up to integrate the journal resource databases into one, so that the
readers can conveniently retrieve the required documents across the databases
through the unified retrieval interface. In the classification search module, it mainly
provides users with three ways of searching by database, searching by journal and
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searching by category [22]. These three ways also provide first letter navigation, and
also provide a secondary search function, that is, on the basis of the first search
results and then further search.
Figure 2. Overall system framework diagram
4.2. CATEGORIZED SEARCH MODULE
The whole structure of the classification search module is shown in Figure 3. The
application of digital sharing management technology in the integration of journal
resources mainly lies in realizing the rapid query and sharing of journal resources, and
the reasonable management of resources is particularly important due to its huge data
and information base. Digital sharing management technology is used to organize idle
resources and solve communication and computing needs, thus saving a large
number of duplicated investments and improving the utilization rate of resources.
Figure 3. Structure of the classification search module
Functional architecture design as shown in Figure 4, the system is divided into
digital resource submission function module, resource audit management function
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module, resource use function module and system management function module 4
parts. However, due to the system startup, the database needs to be initialized and
set up, after entering the user name and the correct password, the journal resource
integration system can be started to ensure that the management of system files is
safe This part needs to be set up using a computer program. After completing the
above operations, the integration of journal resources is realized.
Figure 4. Functional architecture design
5. ANALYSIS OF THE EFFECT OF INTELLIGENT
APPLICATION OF JOURNAL RESOURCE
INTEGRATION
5.1. COMPARISON OF SUCCESS RATES
From a university library, 120,000 shared digital journal resources are randomly
selected for integration, detecting the loss rate and misdetection rate of the resources
after the integration of this paper's system with the traditional integration system and
the Hadoop-based digital resource integration system for digital journal resources in
this university library, and comparing the integration success rate of each system with
the performance of the system. Table 1 shows the results of the loss rate and false
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detection rate of the three systems, and with the increase of the number of resources,
the performance of the system in this paper is still able to remain stable. For example,
at 120,000 resources integration, the loss rate is only 0.31% and the misdetection rate
is 0.10%, reflecting the excellent performance of the system in large-scale digital
journal resources integration. In contrast, the traditional integration system shows a
higher loss rate of 2.43% for the complete 120,000 shared digital journal resources,
while the Hadoop-based digital resource integration system still lags behind this
paper's system in terms of the integration success rate, with a loss rate of around
1.45%, although it incorporates Hadoop technology. It shows that the system in this
paper improves 2.12% in terms of loss rate compared with the traditional integration
system, and leads the Hadoop-based system in terms of integration success rate. The
system in this paper performs well when the number of resources is less than 80,000,
which further confirms its efficiency in small-scale resource integration scenarios. It is
possible to confirm that the journal resource integration system designed in this paper
under digital sharing shows more excellent performance in terms of integration
success rate, loss rate and false detection rate, which validates the superiority of the
system.
Table 1. Comparison of loss rate and false detection rate results of three systems
5.2. COMPARISON OF INTEGRATION EFFICIENCY
In order to further analyze the reliability of the integration system, it can be
analyzed by comparing the integration efficiency of journal resources, the higher the
integration efficiency of journal resources, the better the integration stability of its
system, and the integration efficiency of the traditional integration system and the
Hadoop-based digital resource integration system. Figure 5 shows the test results of
integration efficiency, the average integration efficiency of traditional integration
system is 64.5%, and the highest efficiency is only 66.8%. In contrast, the average
integration efficiency of the Hadoop-based digital resource integration system is
78.6%, and the highest efficiency is 83.4%, showing an improvement of 14.1% after
Number of
resources /
Article
This paper integrates
the system
Traditional integration
system
Hadoop-based
integration system
Attrition
rate /%
False
Detection
Rate /%
Attrition rate /
%
False
Detection
Rate /%
Attrition
rate /%
False
Detection
Rate /%
20000 0 0 0.38 0.31 0.27 0.21
40000 0 0 0.79 0.41 0.46 0.29
60000 0 0 1.21 0.56 0.78 0.37
80000 0.12 0 1.56 0.95 0.95 0.46
100000 0.20 0.09 1.89 1.47 1.23 0.53
120000 0.31 0.10 2.43 2.38 1.45 0.79
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integrating Hadoop technology. Despite the improvement in system performance, it
still falls short of practical application and requires further improvement. In contrast,
the journal resource integration system designed in this paper under digital sharing
shows higher integration efficiency when the number of iterations gradually increases.
The integration efficiency of journal resources is 91.8%, 92.9%, 92.2%, 93.3%, 93.8%,
and the average integration efficiency is 92.8%. Compared with the traditional
integration system, the system in this paper has improved 28.3% in terms of
integration efficiency, which provides a strong support for the excellent performance of
the system. It is clearly demonstrated that the designed system for integrating journal
resources under digital sharing has significant advantages in terms of the reliability of
the integration of shared journal resources.
Figure 5. Comparative results of journal resource integration efficiency
5.3. INTEGRATION TIME COMPARISON
Finally, the system in this paper and the traditional integration system, Hadoop-
based digital resource integration system for university library journal resource
integration time, and record the results of the analysis and comparison, has been
verified that the system integrates the efficient performance of the journal resources,
the comparison is shown in Figure 6. In this paper, the digital sharing of journal
resources integration system in the integration of digital journal resources in college
libraries, the time used is the shortest, and with the growth of the number of
resources, the overall rise in the time used is relatively slow, and there is no
phenomenon of time-consuming due to the growth of the number of resources is too
long. After the number of journal resources increased in turn, the integration system in
this paper took 49ms, 55ms, 79ms, 82ms, 96ms, 120ms, the overall time is shorter,
and in the case of the highest number of resources, the time is also in the 150ms
below, stable performance. While the other two systems have faster growth in the time
used when the number of resources is higher, the time used by the traditional
integration system is 362ms, 401ms, 495ms, 517ms, 844ms, and 909ms, and the
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time used by the Hadoop-based digital resource integration system is 300ms, 398ms,
469ms, 503ms, 790ms, and 811ms, respectively, and the time used by the Hadoop-
based digital resource integration system is 300ms, 398ms, 469ms, 503ms, 790ms,
and 811ms, respectively, and the performance is stable. Hadoop's digital resource
integration system is not excellent although its effect is refined. It indicates that the
performance of the other two systems is not stable, which further confirms the
excellent performance of the system in this paper in the field of digital journal resource
integration, and provides strong support for the efficient operation of the system.
Figure 6. Comparison of time spent on integration of different systems
6. CONCLUSION
In this paper, we design the journal resource integration system under digital
sharing, unify and standardize the operation of all journal metadata formats, and then
add all these metadata into the established journal database to complete the design of
the journal resource integration system under digital sharing. The performance of this
paper's system is verified through the comparison of success rate, integration
efficiency, and integration time, and the results show that the system performance of
this paper's system remains stable with the increasing number of resources, and the
loss rate is only 0.31% at 12,0000,. The average integration efficiency of this paper's
system is 92.8%, which is 28.3% higher than the traditional integration system, and
the overall time is shorter, which is below 150ms in the case of the highest number of
resources. Therefore, it shows that this paper proposes a journal resource integration
system under digital sharing, with high integration efficiency and stable performance,
and the intelligent simulation application is of practical significance.
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