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IJSRD - International Journal for Scientific Research & Development| Vol. 3, Issue 10, 2015 | ISSN (online): 2321-0613
All rights reserved by www.ijsrd.com 531
Introduction to Multilevel Association Rule and Its Methods
Jinal J. Shah1
Lokesh P. Gagnani2
1
ME Scholar 2
Assistant Professor
1,2
IT, Kitrc-Kalol, Gandhinagar-382721
Abstract— Association rule mining is a popular and well
researched method for discovering interesting relations
between variables in large databases. In this paper we
introduce the concept of Data mining, Association rule and
Multilevel association rule with different algorithm, its
advantage and concept of Fuzzy logic and Genetic
Algorithm. Multilevel association rules can be mined
efficiently using concept hierarchies under a support-
confidence framework.
Key words: Multilevel Association rule, Support,
Confidence, Genetic-Fuzzy algorithm, Fuzzy set
I. INTRODUCTION
A. Data mining:
Data mining is an interdisciplinary subfield of computer
science is the computational process of discovering patterns
in large data sets ("big data") involving methods at the
intersection of artificial intelligence, machine learning,
statistics, and database systems. The overall goal of the data
mining process is to extract information from a data set and
transform it into an understandable structure for further use.
B. Technologies in Data mining:
Rapid advance in data capture, transmission and storage,
Data Mining is Associated with many other technologies
that will help to implement new and innovative ways to
mine the after- Market value of their vast stores of detailed
& massy data. The most commonly used techniques in data
mining are:
1) Artificial Neural Networks:
Non-linear predictive models that learn through training
and resemble biological neural networks in structure.
2) Classification:
Classification is a data mining technique used to
predict group membership for data instances. Genetic
algorithms: Optimization techniques that proceed as genetic
combination, mutation, and natural selection. Mostly used in
classification & association rule extraction.
3) Association Rules:
It rely on finding dependencies between features which are
situated in set of data. This technique tries to find rules
which fulfill conditions that user set. They can be used in
finding sets of the most frequently together visited web-
sites.
4) Clustering:
It concerns finding in set of elements certain subsets. Every
subset has elements which are similar between themselves
but they are different from the rest of the data.
II. ASSOCIATION RULE MINING
Association Rule mining is the scientific technique to dig
out interesting and frequent patterns from the transactional,
spatial, temporal or other databases and to set associations ,
relations or correlations among those patterns (also known
as item sets) in order to discover knowledge or to frame
information[1]. Association rules can be applied in various
fields like network management, Basket data analysis,
catalog design, clustering, classification, marketing etc.
Association rules establishes the relationship between
different variables to analyses the present situation. For e.g.
to find the relationship between the various items sold at a
shopping mall the association rule can be applied on the
huge amount of data recorded by the Shopping mall.
A. Support:
Support is a basic measure related to probability and set
theory. It is defined as the fraction of transactions in the
database which contain all items in a specific rule [1]. This
can be written as: Supp(XY) = Supp(XUY) =|xy| / |D|.
Where |xy| is the number transactions (item set) which
contain both X and Y –i.e., the probability of (x, y)–and |D|
represents the total number of transactions (item set) in the
database. Minimum support threshold is usually specified in
generating the association rules which select only the most
frequent items in the database [11].
B. Confidence:
Another measure of the association rules is confidence. This
is the strength of the implication of a rule and can be
represented as a ratio between the transaction numbers,
including X and Y and those including X, which can be
written as:
Conf (XY) = Supp(XUY) /Supp(X) = |xy| / |x|.
Where |x| is the number of transactions (itemset)
containing X.[11] For e.g. the rule {Computer , Printer}
- {UPS} found in the sales data of a mall would indicate that
if a customer buys Computer and Printer together, he or she
would definitely also buy UPS.
The rule is
{computer, printer} → {UPS}[1]
Transaction Id Item set
1 {computer, printer}
2 {computer,printer,Ups}
3 {computer}
4 {computer,printer,Ups}
5 {Ups}
6 {computer,printer,Ups}
Table 1:
This implies that if customer buy Computer and
Printer. He tends to buy UPS also. Out of 6 transaction 3
transactions support this rule .In 3 records all the three items
are brought together. So the Support of rule denoted as
Supp(A) is proportion of transaction in the data set that
contain the itemset to the total number of transactions. In the
above example, the itemset {Computer, Printer , UPS} has a
support of 3/ 6 = 0.5 since it occurs in 50% of all
transactions (3 out of 6 transactions).
The Confidence of a rule (denoted as conf(A
B)=Ratio of total number of transaction with all the items to
the number of transaction with the A item set . for e.g
Computer and Printer are purchased 4 times and out of 4
Introduction to Multilevel Association Rule and Its Methods
(IJSRD/Vol. 3/Issue 10/2015/111)
All rights reserved by www.ijsrd.com 532
transactions UPS is purchased three times with Computer
and Printer i.e. A so the conf(A,B)= ¾ =.75 i.e. 75%. So the
association rule is the technique to set the relation between
item sets to draw important conclusions. It set the minimum
support and confidence threshold and evaluates the frequent
itemset and then use the evaluated itemset to frame desired
results. The general framework of ARM is shown in Fig
1[8].
Fig. 1:
1) It classifies into following Categories:
Boolean or quantitative associations
- Single dimension or multidimensional associations.
- Single level or multilevel associations
III. MULTILEVEL ASSOCIATION RULE
Association rules generated from mining data at multiple
levels of abstraction are called multiple-level or multilevel
association rules. Multilevel association rules can be mined
efficiently using concept hierarchies under a support-
confidence framework. it is difficult to find strong
associations among data items at low or primitive levels of
abstraction due to the sparsity of data at those levels. Strong
associations discovered at high levels of abstraction may
represent commonsense knowledge. Data mining systems
should provide capabilities for mining association rules at
multiple levels of abstraction, with sufficient flexibility for
easy traversal among different abstraction spaces. Rules
regarding item sets at suitable levels could be relatively
functional. It can help organizations to make promotional
strategies and help enhancing the sales and setting the future
plans. A basic approach to multi level association rule
mining is top-down progressive deepening approach. In this
approach first find out the frequent item set at the highest
level as we do in single level association rule mining, then
move to the next level (lower level) to find out the frequent
item set at that level of hierarchy and continue moving to the
lowest level until no more frequent item set can be found.
Fig. 2:
Rules regarding item sets at suitable levels could be
relatively functional. A basic approach to multi level
association rule mining is top-down progressive deepening
approach. In this approach first find out the frequent item set
at the highest level as we do in single level association rule
mining , then move to the next level (lower level) to find out
the frequent item set at that level of hierarchy and continue
moving to the lowest level until no more frequent item set
can be found. For e.g. First find out the frequent item set and
mine strong association rule :{Computer, Printer} → {UPS}
{20%, 60%}Then find out the lower level rules :{wipro
computer, cannon printer} → {UPS} {6%,50%}
Multiple level association rule mining can work
with two types of support- Uniform and Reduced.
A. Uniform Support:
In this approach same minimum support threshold is used at
every level of hierarchy. There is no need to evaluate
itemsets containing items whose ancestors do not have
minimum support. The minimum support threshold has to be
appropriate. If minimum support threshold is too high then
we can lose lower level associations and if too low then we
can end up in generating too many uninteresting high level
association rules. For e.g.
 At Level 1 Computer , Printer
 Minimum supp 5% [support – 10%]
 At Level 2 Wipro Computer , printer
 Minimum support 3% [support 7%]
 Wipro Computer , HP Printer [3%]
B. Reduced Support:
In this approach reduced minimum support is used at lower
levels.
IV. EXISTING APPROCHES FOR MLAR
There are many existing approaches to find multi level
association rule. Some common methods are ML_T1LA,
ML_TML1,ML_T2LA,ML_T2L1,Pincer search and
Genetic fuzzy association rule. In the group of ML_T*L*
algorithm different tables and levels are used. For ex. In
ML_T1LA[10] only one transaction table is used and
number of levels and main advantage of that method is that
it avoids generation of new encoded table. In
ML_TML1[10], there are multiple encoded transaction
tables are generated. The main advantage of it saves
substantial amount of processing. In ML_T2LA[10] there
are two transaction tables. The main advantage of it - It
avoids generation of group of new filtered transaction table.
In ML_T2L1[10] algorithm, It gathered a large itemsets on
appropriate level the association rules can be mined. The
main advantage of it is- seeks large itemset using digits and
consumes less time. In pincer search[2] method, It can
easily discover maximum frequent set. The main advantage
of it is- It reduces I/O operation and processing faster. In
Genetic-Fuzzy[3] method, it Searches membership functions
suitable for multiple-level mining problems and then use the
final best set of it. The main advantage of it is- Database
shows effectiveness and stableness
Introduction to Multilevel Association Rule and Its Methods
(IJSRD/Vol. 3/Issue 10/2015/111)
All rights reserved by www.ijsrd.com 533
V. FUZZY LOGIC
Fuzzy logic is an enhance version of multivalve logic.
However its uses are relatively different from their goals.
Thus, the fact that fuzzy logic deals with approximate rather
than precise modes of reasoning implies that, in general, the
chains of reasoning in fuzzy logic are short in length and
region does not play as important a role as it does in
classical logical systems
A. Fuzzy set:
Fuzzy sets are generalized sets which allow for a graded
membership of their elements. Usually the real unit interval
[0; 1] is chosen as the member-ship degree structure. Let X
be a space of points, with a generic element of X denoted by
x. Thus X = {x}. A fuzzy set A in X is characterized by a
membership function fA(x)which associates with each point
in X a real number in the interval [0,1],with the values of
fA(x) at x representing the "grade of membership" of x in A.
Thus, the nearer the value of fA(x) to unity, the higher the
grade of membership of x in A.
VI. NEED OF FUZZY ASSOCIATION RULE MINING
An intelligent system solves domain specific problems.
Association rule mining is basically of two types. One is
traditional or crisp association rule mining and the other one
is fuzzy association rule mining. Classical association rule
mining make use of Boolean logic to translate numerical
attributes into binary attributes by facilitate of sharp crunchy
partitions .In which valuable data may become conflicting
over these sharp partitions [12].
Another difficulty with classical association rule
mining is , here the user has the present minimum support
value for the minimum purpose and as we know we humans
are mistake prone. Any wrong settings of minimum support
could end up in the incorrect result. So, it is a very difficult
task of surrounding with the accurate minimum support rate
by hand. That is why classification association rule is more
time consuming and fewer accurate process [12].
VII. GENETIC ALGORITHM
Genetic algorithm is a promising and upcoming research
area for mining association rules. Genetic algorithm is a
method which simulates search of evolutional process.
Genetic algorithm can dispose large-scale data gathered in a
lot. It is widely applied in mining association rules. Genetic
algorithms are typically implemented using computer
simulations where optimization is the main criteria for
solving the problem. For this problem, members of a space
of candidate solutions, called individuals, are represented
using abstract representations called chromosomes. The GA
consists of an iterative process that evolves a working set of
individuals called population toward an objective function,
or fitness function. Traditionally, solutions are represented
using fixed length strings, especially binary strings, but
alternative encodings have also been developed.
Genetic algorithm for association rule mining[8]
1) [Start] Generate random population of n Chromosomes
2) [Fitness] Evaluate the fitness f(x) of each chromosome
x in the population.
3) [New population] Create a new population by repeating
the following steps until the new population is complete
a) [Selection] Select two parent chromosomes from a
population according to their fitness.
b) [Crossover] With a crossover probability cross over the
parents to form a new offspring (children).
c) [Mutation] With a mutation probability mutate new
offspring at each locus (position in chromosome).
d) [Accepting] Place new offspring in a new population.
4) [Replace] Use new generated population for a further
run of algorithm.
5) [Test] If the end condition is satisfied, stop, and return
the best solution in current population.
6) [Loop] Go to step B
VIII. CONCLUSION
In this paper, we introduce the multilevel association rule
and its two types and its different methods with its
advantage. There is also small introduction on fuzzy logic
and need of fuzzy logic in association rule and Genetic
algorithm. This methods are used for quantitative data. All
the algorithm are used in different application. Genetic-
Fuzzy association rule mining model is now used at
beginning level but it is also used for complex problem in
the future.
ACKNOWLEDGEMENT
I’m extremely obliged to my guide Mr. Lokesh Gagnani
devoid of his guidance the work would not have happened
and He supported me to solve my difficulties arise & give
Valuable suggestions. I would like to pay my sincere
gratitude for his endless motivation & support in progress
and success of this Survey work.
REFERENCES
[1] Abhishek Kajal, Isha Kajajl, “Multilevel Association
Rule In Data Mining”, IJCSE-Vol3-No3, June-July-
2012.
[2] G.Usha Rani, Vijaya Prakash, Govardhan, ”Mining
Multi-Level Association Rule Using Pincer Search
Algorithm” IJSR-Vol2-No5,May-2013.
[3] Chun-Hao Chen, Tzung-Pei Hong, Yeong-Chyi Lee,
”Multilevel Genetic Fuzzy Mining Algorithm”, IEEE,
2011.
[4] Ehsan Vejdani Mahmoudi, Elahe Sabethin, Masood
Niazi Torshiz, Mahrdad Jalali, G Hamarnaz Tadayon
Tabrizi, “Multilevel Fuzzy Association Rules Mining
Via Determiining Mininmum Supports And
Membership Function ”, IEEE, 2011
[5] Yanuang Shen, Jing Shen, Yongjian Fan, “Study On
The Application Of Multilevel Association Rule Based
On Granular Computing ” , IEEE, 2010.
[6] Tzung-Pei Hong, Chu-Tien Chiy, Shyue-Liang Wang,
Kuei- Ying Lin, “Mining A Complete Set Of Fuzzy
Multiple Level Rules”, TFSA-Vol13-No2, June-2011.
[7] Dr. M. Renuka Devi, Mrs. A. Baby Sarojini,
”Application Of Association Rule Mining With
Different Database”, JGRCS, 2012.
[8] Indira k, Kanmani s, “Performance Analysis Of
Genetic Algorithm For Mining Association Rules”,
IJCSE, 2012
Introduction to Multilevel Association Rule and Its Methods
(IJSRD/Vol. 3/Issue 10/2015/111)
All rights reserved by www.ijsrd.com 534
[9] Sandeep Kumar Singh, Mr.Ganesh Wayal, Mr.Niresh
Sharma,”A Review: Data Mining with Fuzzy
Association Rule Mining”, IJERT,2012.
[10]V. Venkata Ramana, M V Rathnamma, A. Rama
Mohan Reddy, “Methods for Mining Cross Level
Association Rule In Taxonomy Data Structures”,IJCA,
2010.
[11]E.Ramaraj, K.Rameshkumar, “Ranking Mined
Association Rule : A New Measure”,JTES, 2009.
[12]K. Rubia, S. Sasikala, “A Comparative Study Of Fuzzy
Logic And Weighted Association Rule Mining On
Frequent Datasets” , International Journal Of
Computer Science & Engineering Technology (Ijcset)
Sep. 2014

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Introduction To Multilevel Association Rule And Its Methods

  • 1. IJSRD - International Journal for Scientific Research & Development| Vol. 3, Issue 10, 2015 | ISSN (online): 2321-0613 All rights reserved by www.ijsrd.com 531 Introduction to Multilevel Association Rule and Its Methods Jinal J. Shah1 Lokesh P. Gagnani2 1 ME Scholar 2 Assistant Professor 1,2 IT, Kitrc-Kalol, Gandhinagar-382721 Abstract— Association rule mining is a popular and well researched method for discovering interesting relations between variables in large databases. In this paper we introduce the concept of Data mining, Association rule and Multilevel association rule with different algorithm, its advantage and concept of Fuzzy logic and Genetic Algorithm. Multilevel association rules can be mined efficiently using concept hierarchies under a support- confidence framework. Key words: Multilevel Association rule, Support, Confidence, Genetic-Fuzzy algorithm, Fuzzy set I. INTRODUCTION A. Data mining: Data mining is an interdisciplinary subfield of computer science is the computational process of discovering patterns in large data sets ("big data") involving methods at the intersection of artificial intelligence, machine learning, statistics, and database systems. The overall goal of the data mining process is to extract information from a data set and transform it into an understandable structure for further use. B. Technologies in Data mining: Rapid advance in data capture, transmission and storage, Data Mining is Associated with many other technologies that will help to implement new and innovative ways to mine the after- Market value of their vast stores of detailed & massy data. The most commonly used techniques in data mining are: 1) Artificial Neural Networks: Non-linear predictive models that learn through training and resemble biological neural networks in structure. 2) Classification: Classification is a data mining technique used to predict group membership for data instances. Genetic algorithms: Optimization techniques that proceed as genetic combination, mutation, and natural selection. Mostly used in classification & association rule extraction. 3) Association Rules: It rely on finding dependencies between features which are situated in set of data. This technique tries to find rules which fulfill conditions that user set. They can be used in finding sets of the most frequently together visited web- sites. 4) Clustering: It concerns finding in set of elements certain subsets. Every subset has elements which are similar between themselves but they are different from the rest of the data. II. ASSOCIATION RULE MINING Association Rule mining is the scientific technique to dig out interesting and frequent patterns from the transactional, spatial, temporal or other databases and to set associations , relations or correlations among those patterns (also known as item sets) in order to discover knowledge or to frame information[1]. Association rules can be applied in various fields like network management, Basket data analysis, catalog design, clustering, classification, marketing etc. Association rules establishes the relationship between different variables to analyses the present situation. For e.g. to find the relationship between the various items sold at a shopping mall the association rule can be applied on the huge amount of data recorded by the Shopping mall. A. Support: Support is a basic measure related to probability and set theory. It is defined as the fraction of transactions in the database which contain all items in a specific rule [1]. This can be written as: Supp(XY) = Supp(XUY) =|xy| / |D|. Where |xy| is the number transactions (item set) which contain both X and Y –i.e., the probability of (x, y)–and |D| represents the total number of transactions (item set) in the database. Minimum support threshold is usually specified in generating the association rules which select only the most frequent items in the database [11]. B. Confidence: Another measure of the association rules is confidence. This is the strength of the implication of a rule and can be represented as a ratio between the transaction numbers, including X and Y and those including X, which can be written as: Conf (XY) = Supp(XUY) /Supp(X) = |xy| / |x|. Where |x| is the number of transactions (itemset) containing X.[11] For e.g. the rule {Computer , Printer} - {UPS} found in the sales data of a mall would indicate that if a customer buys Computer and Printer together, he or she would definitely also buy UPS. The rule is {computer, printer} → {UPS}[1] Transaction Id Item set 1 {computer, printer} 2 {computer,printer,Ups} 3 {computer} 4 {computer,printer,Ups} 5 {Ups} 6 {computer,printer,Ups} Table 1: This implies that if customer buy Computer and Printer. He tends to buy UPS also. Out of 6 transaction 3 transactions support this rule .In 3 records all the three items are brought together. So the Support of rule denoted as Supp(A) is proportion of transaction in the data set that contain the itemset to the total number of transactions. In the above example, the itemset {Computer, Printer , UPS} has a support of 3/ 6 = 0.5 since it occurs in 50% of all transactions (3 out of 6 transactions). The Confidence of a rule (denoted as conf(A B)=Ratio of total number of transaction with all the items to the number of transaction with the A item set . for e.g Computer and Printer are purchased 4 times and out of 4
  • 2. Introduction to Multilevel Association Rule and Its Methods (IJSRD/Vol. 3/Issue 10/2015/111) All rights reserved by www.ijsrd.com 532 transactions UPS is purchased three times with Computer and Printer i.e. A so the conf(A,B)= ¾ =.75 i.e. 75%. So the association rule is the technique to set the relation between item sets to draw important conclusions. It set the minimum support and confidence threshold and evaluates the frequent itemset and then use the evaluated itemset to frame desired results. The general framework of ARM is shown in Fig 1[8]. Fig. 1: 1) It classifies into following Categories: Boolean or quantitative associations - Single dimension or multidimensional associations. - Single level or multilevel associations III. MULTILEVEL ASSOCIATION RULE Association rules generated from mining data at multiple levels of abstraction are called multiple-level or multilevel association rules. Multilevel association rules can be mined efficiently using concept hierarchies under a support- confidence framework. it is difficult to find strong associations among data items at low or primitive levels of abstraction due to the sparsity of data at those levels. Strong associations discovered at high levels of abstraction may represent commonsense knowledge. Data mining systems should provide capabilities for mining association rules at multiple levels of abstraction, with sufficient flexibility for easy traversal among different abstraction spaces. Rules regarding item sets at suitable levels could be relatively functional. It can help organizations to make promotional strategies and help enhancing the sales and setting the future plans. A basic approach to multi level association rule mining is top-down progressive deepening approach. In this approach first find out the frequent item set at the highest level as we do in single level association rule mining, then move to the next level (lower level) to find out the frequent item set at that level of hierarchy and continue moving to the lowest level until no more frequent item set can be found. Fig. 2: Rules regarding item sets at suitable levels could be relatively functional. A basic approach to multi level association rule mining is top-down progressive deepening approach. In this approach first find out the frequent item set at the highest level as we do in single level association rule mining , then move to the next level (lower level) to find out the frequent item set at that level of hierarchy and continue moving to the lowest level until no more frequent item set can be found. For e.g. First find out the frequent item set and mine strong association rule :{Computer, Printer} → {UPS} {20%, 60%}Then find out the lower level rules :{wipro computer, cannon printer} → {UPS} {6%,50%} Multiple level association rule mining can work with two types of support- Uniform and Reduced. A. Uniform Support: In this approach same minimum support threshold is used at every level of hierarchy. There is no need to evaluate itemsets containing items whose ancestors do not have minimum support. The minimum support threshold has to be appropriate. If minimum support threshold is too high then we can lose lower level associations and if too low then we can end up in generating too many uninteresting high level association rules. For e.g.  At Level 1 Computer , Printer  Minimum supp 5% [support – 10%]  At Level 2 Wipro Computer , printer  Minimum support 3% [support 7%]  Wipro Computer , HP Printer [3%] B. Reduced Support: In this approach reduced minimum support is used at lower levels. IV. EXISTING APPROCHES FOR MLAR There are many existing approaches to find multi level association rule. Some common methods are ML_T1LA, ML_TML1,ML_T2LA,ML_T2L1,Pincer search and Genetic fuzzy association rule. In the group of ML_T*L* algorithm different tables and levels are used. For ex. In ML_T1LA[10] only one transaction table is used and number of levels and main advantage of that method is that it avoids generation of new encoded table. In ML_TML1[10], there are multiple encoded transaction tables are generated. The main advantage of it saves substantial amount of processing. In ML_T2LA[10] there are two transaction tables. The main advantage of it - It avoids generation of group of new filtered transaction table. In ML_T2L1[10] algorithm, It gathered a large itemsets on appropriate level the association rules can be mined. The main advantage of it is- seeks large itemset using digits and consumes less time. In pincer search[2] method, It can easily discover maximum frequent set. The main advantage of it is- It reduces I/O operation and processing faster. In Genetic-Fuzzy[3] method, it Searches membership functions suitable for multiple-level mining problems and then use the final best set of it. The main advantage of it is- Database shows effectiveness and stableness
  • 3. Introduction to Multilevel Association Rule and Its Methods (IJSRD/Vol. 3/Issue 10/2015/111) All rights reserved by www.ijsrd.com 533 V. FUZZY LOGIC Fuzzy logic is an enhance version of multivalve logic. However its uses are relatively different from their goals. Thus, the fact that fuzzy logic deals with approximate rather than precise modes of reasoning implies that, in general, the chains of reasoning in fuzzy logic are short in length and region does not play as important a role as it does in classical logical systems A. Fuzzy set: Fuzzy sets are generalized sets which allow for a graded membership of their elements. Usually the real unit interval [0; 1] is chosen as the member-ship degree structure. Let X be a space of points, with a generic element of X denoted by x. Thus X = {x}. A fuzzy set A in X is characterized by a membership function fA(x)which associates with each point in X a real number in the interval [0,1],with the values of fA(x) at x representing the "grade of membership" of x in A. Thus, the nearer the value of fA(x) to unity, the higher the grade of membership of x in A. VI. NEED OF FUZZY ASSOCIATION RULE MINING An intelligent system solves domain specific problems. Association rule mining is basically of two types. One is traditional or crisp association rule mining and the other one is fuzzy association rule mining. Classical association rule mining make use of Boolean logic to translate numerical attributes into binary attributes by facilitate of sharp crunchy partitions .In which valuable data may become conflicting over these sharp partitions [12]. Another difficulty with classical association rule mining is , here the user has the present minimum support value for the minimum purpose and as we know we humans are mistake prone. Any wrong settings of minimum support could end up in the incorrect result. So, it is a very difficult task of surrounding with the accurate minimum support rate by hand. That is why classification association rule is more time consuming and fewer accurate process [12]. VII. GENETIC ALGORITHM Genetic algorithm is a promising and upcoming research area for mining association rules. Genetic algorithm is a method which simulates search of evolutional process. Genetic algorithm can dispose large-scale data gathered in a lot. It is widely applied in mining association rules. Genetic algorithms are typically implemented using computer simulations where optimization is the main criteria for solving the problem. For this problem, members of a space of candidate solutions, called individuals, are represented using abstract representations called chromosomes. The GA consists of an iterative process that evolves a working set of individuals called population toward an objective function, or fitness function. Traditionally, solutions are represented using fixed length strings, especially binary strings, but alternative encodings have also been developed. Genetic algorithm for association rule mining[8] 1) [Start] Generate random population of n Chromosomes 2) [Fitness] Evaluate the fitness f(x) of each chromosome x in the population. 3) [New population] Create a new population by repeating the following steps until the new population is complete a) [Selection] Select two parent chromosomes from a population according to their fitness. b) [Crossover] With a crossover probability cross over the parents to form a new offspring (children). c) [Mutation] With a mutation probability mutate new offspring at each locus (position in chromosome). d) [Accepting] Place new offspring in a new population. 4) [Replace] Use new generated population for a further run of algorithm. 5) [Test] If the end condition is satisfied, stop, and return the best solution in current population. 6) [Loop] Go to step B VIII. CONCLUSION In this paper, we introduce the multilevel association rule and its two types and its different methods with its advantage. There is also small introduction on fuzzy logic and need of fuzzy logic in association rule and Genetic algorithm. This methods are used for quantitative data. All the algorithm are used in different application. Genetic- Fuzzy association rule mining model is now used at beginning level but it is also used for complex problem in the future. ACKNOWLEDGEMENT I’m extremely obliged to my guide Mr. Lokesh Gagnani devoid of his guidance the work would not have happened and He supported me to solve my difficulties arise & give Valuable suggestions. I would like to pay my sincere gratitude for his endless motivation & support in progress and success of this Survey work. REFERENCES [1] Abhishek Kajal, Isha Kajajl, “Multilevel Association Rule In Data Mining”, IJCSE-Vol3-No3, June-July- 2012. [2] G.Usha Rani, Vijaya Prakash, Govardhan, ”Mining Multi-Level Association Rule Using Pincer Search Algorithm” IJSR-Vol2-No5,May-2013. [3] Chun-Hao Chen, Tzung-Pei Hong, Yeong-Chyi Lee, ”Multilevel Genetic Fuzzy Mining Algorithm”, IEEE, 2011. [4] Ehsan Vejdani Mahmoudi, Elahe Sabethin, Masood Niazi Torshiz, Mahrdad Jalali, G Hamarnaz Tadayon Tabrizi, “Multilevel Fuzzy Association Rules Mining Via Determiining Mininmum Supports And Membership Function ”, IEEE, 2011 [5] Yanuang Shen, Jing Shen, Yongjian Fan, “Study On The Application Of Multilevel Association Rule Based On Granular Computing ” , IEEE, 2010. [6] Tzung-Pei Hong, Chu-Tien Chiy, Shyue-Liang Wang, Kuei- Ying Lin, “Mining A Complete Set Of Fuzzy Multiple Level Rules”, TFSA-Vol13-No2, June-2011. [7] Dr. M. Renuka Devi, Mrs. A. Baby Sarojini, ”Application Of Association Rule Mining With Different Database”, JGRCS, 2012. [8] Indira k, Kanmani s, “Performance Analysis Of Genetic Algorithm For Mining Association Rules”, IJCSE, 2012
  • 4. Introduction to Multilevel Association Rule and Its Methods (IJSRD/Vol. 3/Issue 10/2015/111) All rights reserved by www.ijsrd.com 534 [9] Sandeep Kumar Singh, Mr.Ganesh Wayal, Mr.Niresh Sharma,”A Review: Data Mining with Fuzzy Association Rule Mining”, IJERT,2012. [10]V. Venkata Ramana, M V Rathnamma, A. Rama Mohan Reddy, “Methods for Mining Cross Level Association Rule In Taxonomy Data Structures”,IJCA, 2010. [11]E.Ramaraj, K.Rameshkumar, “Ranking Mined Association Rule : A New Measure”,JTES, 2009. [12]K. Rubia, S. Sasikala, “A Comparative Study Of Fuzzy Logic And Weighted Association Rule Mining On Frequent Datasets” , International Journal Of Computer Science & Engineering Technology (Ijcset) Sep. 2014