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International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 04 Issue: 07 | July -2017 www.irjet.net p-ISSN: 2395-0072
© 2017, IRJET | Impact Factor value: 5.181 | ISO 9001:2008 Certified Journal | Page 2576
Heuristic Approach for Demand Forecasting under the Impact of
Promotions
1Sahana.N, 2Dr. N.V.R. Naidu
1Student, MTech II Year, Department of IEM, Ramaiah Institute of Technology, Karnataka, India
2Principal, Ramaiah Institute of Technology, Karnataka, India
---------------------------------------------------------------------***---------------------------------------------------------------------
Abstract— A Balance between the demand and supply is one
of the indicator of the position of your organization in the
Market. Every organization tries to match their supply with
the demand. However, balancing between the two is highly
impossible because of the changing customer requirements.
Retail stores whose customer aretheendusersisvery dynamic
system as it is prone to the fluctuations immediately. Hence
balancing the supply and demand is very difficult. Forecasting
the demand of products helps in making products available
readily. If there are no changes in demand, forecasting the
future demand would be very easy. However, in this uncertain
environment this is a complicate work. Forecasting the
demand of products when promotions are offered is a crucial
step as maintaining high inventory would increase inventory
cost and less inventory would lead to losing the customers.
Time series method are the best techniques available for
forecasting the demand when subjected to constraints.
However, while considering a new variable, promotions these
methods are not effective. Support Vector regression(SVR) is
one such method that will produce the forecast the demand
based on the different type of promotions planned by the
stores
Key words— Support Vector regression, MAPE, Simple
moving average, Weighted moving average, MAD, Retail
stores, Demand forecast.
1. Introduction
Demand planning can be said as an art of getting the right
stock to the right store at the right time. The key challenge
for any retail store is to minimize or eliminate shelf out of
stock. Consumer behaviour has a significant value for
retailers, more than ever. Today consumers are affected by
various non-price factors such as quality, availability, store
attribute, entertainment shopping and many suchnon-price
attributes. To maintain this optimum inventory, theforecast
of demand of the products needs to be made precisely.
Promotions refers to raising awareness among the
customers about the product in order to increasethesales of
the product. Promotions also may refertooffersprovidedon
the product which will attract the customers towards them
and in turn increase the sale of the products.
Forecasting using time series methods provide an effective
result. However, in the presence of constraints like
promotions, these methods do not produce effective
forecasts. In this paper Support Vector Regression(SVR)
method is used to forecast demand when promotions are
applied. The demand for the retail store under study was
predicted using Simple moving average, weighted moving
average and SVR. MAPE was used for comparing the results.
Finally, an effective method was developed by coming the
moving average and SVR to forecast demand of SKU’s at
division level.
2. Literature Review
Forecasting is a process of estimating a future event by
casting forward the past data. The past data are
systematically combined in a predetermined way to obtain
the estimate of future. Prediction is the estimation of future
event based on the various consideration other than just
past data. Thus, forecasting is an estimate of future values of
specified indicator relating to decisional/planning situation
[6]. The number of variables/factors and degree of details
required in the forecasting depends on the intend of use of
the forecasted value.
2.1 Support Vector Regression
SVM and its regression version,Supportvectorregression
(SVR) implicitly map instancestohigherdimensional feature
space using kernel function. SVR ideally seeks to identify a
linear function in this space that is within epsilondistance to
the mapped output points. One of the major shortcoming of
the SVR methodology is its difficulty in giving explanation
beyond prediction.
The foundation for support vector machine was laid by
Vapnik in 1995 and gaining popularity due to high empirical
performance. The formulation uses Empirical risk
minimization (ERM) principle, which has proven to be more
superior than Structural risk minimization (SRM) principle
that is used by conventional Neural networks [5].
Unlike the neural network where training is a search that
may or may not yield the best model, the SVM is based on
yields the best model for the inputs. Maximizing the margin
of separation and minimizing the total empirical error in a
balanced way, SVM have performed well where complex
relationship between input attributes and output attribute
exist [1].
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 04 Issue: 07 | July -2017 www.irjet.net p-ISSN: 2395-0072
© 2017, IRJET | Impact Factor value: 5.181 | ISO 9001:2008 Certified Journal | Page 2577
3. Methodology
3.1 Data Description
Past data was collected about the types of promotions,
promotional and non-promotional sales(numberofunits)at
weekly level. There are three types of promotionsoffered by
the retails stores. Further it was seen that 3 divisions of the
total seven divisions contributed to 80% of the sales. Hence
the study is based on the three divisions sales data.
3.2 Exploratory data analysis
There existed a high correlation betweenthepromotional
sales and total sales. The correlation and data operationwas
performed using R language. It was also found that of the
seven product divisions soldinthestores,thethreedivisions
contributed to the app. 80% of the sales. Hence, the further
study was based on the three divisions only.
In the above figure, the bar graph represents the total
sales and the line graph represents thethreedivisional sales.
It was further identified that for all divisions wherethesales
are higher are during the presence of promotions.
Before concluding that during promotions sales increase,
a T test was carried out to check whether the promotions
had a positive impact on total sales or not. A hypothesis test
was carried out. The hypothesis was stated as below:
H0: Promotional sales have same effect has Non-Promotional
sales
H1: Promotional sales is more effective than non-promotional
sales
For the two samples, mean and standard deviation
was calculated and the t value was calculated using below
formula
For the study data, t calculated was lower tvalue from table
at 95% confidence interval, indicating the rejection of null
hypothesis. Hence, statistically it was concluded that the
promotions had a positive impact on sales.
Since promotions are proved to add to the increase in
sales, forecasting demand during promotional period was
identified to be a crucial point. Hence our model
development came into picture.
Also, the data was checked for stationaritybeforerunning
the model. It was also identified that type1 promotions had
higher impact on sales than the other twoat bothoverall and
division level. This trend helps in applying the model
developed for all divisions and at overall level.
A high importance was given to analysis section as the
project was carried out from a analytical company point of
view. It was the insights obtained from various tests and
visual data analysis that helped in developingthemodel that
would forecast accurately during presence and absence of
promotions in a retail firm.
3.3 Forecasting model.
The study was made at division level. For each division,
the data was separated for promotional and non-
promotional sales. Forecasting was done for both the data
set, for all three divisions using simple moving average,
weighted moving average and SVR. For all the six cases
MAPE was calculated for comparing the efficiency of
prediction.
Sales were used as the independent variable in the caseof
moving average techniques and Sales along withofferswere
used as independent variables for SVR.
The MAPE showed that for all the division, weighted
moving average produced less error was non-promotional
sales period and SVR produced less MAPE during the
presence of promotions.
From the results obtained, one new model was built in R
programming which will forecast demand using WMAwhen
there are no promotions and forecast is obtained using SVR
technique when there are promotions. The MAPE was
calculated for this model which is low compared to the
individual technique’s output.
4. Results
The new method, a combination of Weighted moving
average and SVR was used to forecast demand at division
level. The WMA was used for forecasting non-promotional
units and SVR was used to forecast demand for promotional
period. The new MAPE obtained while predicting at division
was found to be below 10%. Which means the error
percentage was reduced by 5-10% in all divisions studied.
Further, the model can be applied at item level to obtain a
better forecasted value.
5. References
1) SKU demand forecasting in the presence of
promotions, Özden Gür Ali, Serpil Syan, Tom van
Woensel, Jan Fransoo, Expert system with
Application, Elsevier, December 2009
2) A tutorial on support vectorregression,AlexJSmola
and Bernhard Scholkopf, Statistics and Computing
14:199-222, 2014
3) Forecasting Energy Demand in Large Commercial
Buildings Using SupportVectorMachineregression,
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 04 Issue: 07 | July -2017 www.irjet.net p-ISSN: 2395-0072
© 2017, IRJET | Impact Factor value: 5.181 | ISO 9001:2008 Certified Journal | Page 2578
David Soloman, Rebecca Winter, Albert Boulanger,
Roger Anderson and Leon Wu
4) Impacts of Advertising and Promotion on the
Demand for scanned Purchases of Vadalia Onions,
Ecio F Costa, James E Epperson, Chung L Huang and
John C Mckissick, Journal of Food Distribution
research, March 2002.
5) Support vector machine and support vector
regression by Steve R Gunn 10May 1998.
6) Forecasting Techniques, Dr.Ravi Mahendra Gor,
Industrial statistics and operational management.

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Heuristic Approach for Demand Forecasting under the Impact of Promotions

  • 1. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 04 Issue: 07 | July -2017 www.irjet.net p-ISSN: 2395-0072 © 2017, IRJET | Impact Factor value: 5.181 | ISO 9001:2008 Certified Journal | Page 2576 Heuristic Approach for Demand Forecasting under the Impact of Promotions 1Sahana.N, 2Dr. N.V.R. Naidu 1Student, MTech II Year, Department of IEM, Ramaiah Institute of Technology, Karnataka, India 2Principal, Ramaiah Institute of Technology, Karnataka, India ---------------------------------------------------------------------***--------------------------------------------------------------------- Abstract— A Balance between the demand and supply is one of the indicator of the position of your organization in the Market. Every organization tries to match their supply with the demand. However, balancing between the two is highly impossible because of the changing customer requirements. Retail stores whose customer aretheendusersisvery dynamic system as it is prone to the fluctuations immediately. Hence balancing the supply and demand is very difficult. Forecasting the demand of products helps in making products available readily. If there are no changes in demand, forecasting the future demand would be very easy. However, in this uncertain environment this is a complicate work. Forecasting the demand of products when promotions are offered is a crucial step as maintaining high inventory would increase inventory cost and less inventory would lead to losing the customers. Time series method are the best techniques available for forecasting the demand when subjected to constraints. However, while considering a new variable, promotions these methods are not effective. Support Vector regression(SVR) is one such method that will produce the forecast the demand based on the different type of promotions planned by the stores Key words— Support Vector regression, MAPE, Simple moving average, Weighted moving average, MAD, Retail stores, Demand forecast. 1. Introduction Demand planning can be said as an art of getting the right stock to the right store at the right time. The key challenge for any retail store is to minimize or eliminate shelf out of stock. Consumer behaviour has a significant value for retailers, more than ever. Today consumers are affected by various non-price factors such as quality, availability, store attribute, entertainment shopping and many suchnon-price attributes. To maintain this optimum inventory, theforecast of demand of the products needs to be made precisely. Promotions refers to raising awareness among the customers about the product in order to increasethesales of the product. Promotions also may refertooffersprovidedon the product which will attract the customers towards them and in turn increase the sale of the products. Forecasting using time series methods provide an effective result. However, in the presence of constraints like promotions, these methods do not produce effective forecasts. In this paper Support Vector Regression(SVR) method is used to forecast demand when promotions are applied. The demand for the retail store under study was predicted using Simple moving average, weighted moving average and SVR. MAPE was used for comparing the results. Finally, an effective method was developed by coming the moving average and SVR to forecast demand of SKU’s at division level. 2. Literature Review Forecasting is a process of estimating a future event by casting forward the past data. The past data are systematically combined in a predetermined way to obtain the estimate of future. Prediction is the estimation of future event based on the various consideration other than just past data. Thus, forecasting is an estimate of future values of specified indicator relating to decisional/planning situation [6]. The number of variables/factors and degree of details required in the forecasting depends on the intend of use of the forecasted value. 2.1 Support Vector Regression SVM and its regression version,Supportvectorregression (SVR) implicitly map instancestohigherdimensional feature space using kernel function. SVR ideally seeks to identify a linear function in this space that is within epsilondistance to the mapped output points. One of the major shortcoming of the SVR methodology is its difficulty in giving explanation beyond prediction. The foundation for support vector machine was laid by Vapnik in 1995 and gaining popularity due to high empirical performance. The formulation uses Empirical risk minimization (ERM) principle, which has proven to be more superior than Structural risk minimization (SRM) principle that is used by conventional Neural networks [5]. Unlike the neural network where training is a search that may or may not yield the best model, the SVM is based on yields the best model for the inputs. Maximizing the margin of separation and minimizing the total empirical error in a balanced way, SVM have performed well where complex relationship between input attributes and output attribute exist [1].
  • 2. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 04 Issue: 07 | July -2017 www.irjet.net p-ISSN: 2395-0072 © 2017, IRJET | Impact Factor value: 5.181 | ISO 9001:2008 Certified Journal | Page 2577 3. Methodology 3.1 Data Description Past data was collected about the types of promotions, promotional and non-promotional sales(numberofunits)at weekly level. There are three types of promotionsoffered by the retails stores. Further it was seen that 3 divisions of the total seven divisions contributed to 80% of the sales. Hence the study is based on the three divisions sales data. 3.2 Exploratory data analysis There existed a high correlation betweenthepromotional sales and total sales. The correlation and data operationwas performed using R language. It was also found that of the seven product divisions soldinthestores,thethreedivisions contributed to the app. 80% of the sales. Hence, the further study was based on the three divisions only. In the above figure, the bar graph represents the total sales and the line graph represents thethreedivisional sales. It was further identified that for all divisions wherethesales are higher are during the presence of promotions. Before concluding that during promotions sales increase, a T test was carried out to check whether the promotions had a positive impact on total sales or not. A hypothesis test was carried out. The hypothesis was stated as below: H0: Promotional sales have same effect has Non-Promotional sales H1: Promotional sales is more effective than non-promotional sales For the two samples, mean and standard deviation was calculated and the t value was calculated using below formula For the study data, t calculated was lower tvalue from table at 95% confidence interval, indicating the rejection of null hypothesis. Hence, statistically it was concluded that the promotions had a positive impact on sales. Since promotions are proved to add to the increase in sales, forecasting demand during promotional period was identified to be a crucial point. Hence our model development came into picture. Also, the data was checked for stationaritybeforerunning the model. It was also identified that type1 promotions had higher impact on sales than the other twoat bothoverall and division level. This trend helps in applying the model developed for all divisions and at overall level. A high importance was given to analysis section as the project was carried out from a analytical company point of view. It was the insights obtained from various tests and visual data analysis that helped in developingthemodel that would forecast accurately during presence and absence of promotions in a retail firm. 3.3 Forecasting model. The study was made at division level. For each division, the data was separated for promotional and non- promotional sales. Forecasting was done for both the data set, for all three divisions using simple moving average, weighted moving average and SVR. For all the six cases MAPE was calculated for comparing the efficiency of prediction. Sales were used as the independent variable in the caseof moving average techniques and Sales along withofferswere used as independent variables for SVR. The MAPE showed that for all the division, weighted moving average produced less error was non-promotional sales period and SVR produced less MAPE during the presence of promotions. From the results obtained, one new model was built in R programming which will forecast demand using WMAwhen there are no promotions and forecast is obtained using SVR technique when there are promotions. The MAPE was calculated for this model which is low compared to the individual technique’s output. 4. Results The new method, a combination of Weighted moving average and SVR was used to forecast demand at division level. The WMA was used for forecasting non-promotional units and SVR was used to forecast demand for promotional period. The new MAPE obtained while predicting at division was found to be below 10%. Which means the error percentage was reduced by 5-10% in all divisions studied. Further, the model can be applied at item level to obtain a better forecasted value. 5. References 1) SKU demand forecasting in the presence of promotions, Özden Gür Ali, Serpil Syan, Tom van Woensel, Jan Fransoo, Expert system with Application, Elsevier, December 2009 2) A tutorial on support vectorregression,AlexJSmola and Bernhard Scholkopf, Statistics and Computing 14:199-222, 2014 3) Forecasting Energy Demand in Large Commercial Buildings Using SupportVectorMachineregression,
  • 3. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 04 Issue: 07 | July -2017 www.irjet.net p-ISSN: 2395-0072 © 2017, IRJET | Impact Factor value: 5.181 | ISO 9001:2008 Certified Journal | Page 2578 David Soloman, Rebecca Winter, Albert Boulanger, Roger Anderson and Leon Wu 4) Impacts of Advertising and Promotion on the Demand for scanned Purchases of Vadalia Onions, Ecio F Costa, James E Epperson, Chung L Huang and John C Mckissick, Journal of Food Distribution research, March 2002. 5) Support vector machine and support vector regression by Steve R Gunn 10May 1998. 6) Forecasting Techniques, Dr.Ravi Mahendra Gor, Industrial statistics and operational management.