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Unit No.2.
DECISION SCIENCE
Presented By:
Dr. V. M. Tidake
Ph. D (Financial Management), MBA(FM), MBA(HRM) BE(Chem)
Dean, EDP & Associate Professor MBA
1
Sanjivani College of Engineering, Kopargaon
Department of MBA
www.sanjivanimba.org.in
www.sanjivanimba.org.in
302-DECISION SCIENCE
Unit No.2. Transportation &
Assignment
2.19 Special Case of Unbalanced
Problem in Assignment
Presented By:
Dr. V. M. Tidake
Ph. D (Financial Management), MBA(FM), MBA(HRM) BE(Chem)
Dean EDP & Associate Professor MBA
2
Sanjivani College of Engineering, Kopargaon
Department of MBA
www.sanjivanimba.org.in
www.sanjivanimba.org.in
TRANSPORTATION & ASSIGNMENT
 At the End of the Session Student will be able to find-
A. Special Case of Unbalanced Problem in Assignment
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Hungarian Method in Assignment
1. The personal manager of ABC Co wants to assign Mr. X, Y and Z
to the regional offices for which the costs are given. But the
firm also has an opening in its Chennai office and would send
one of them to that branch if it is more economical than a
move to Delhi, Mumbai or Kolkata. It will cost Rs. 2000/- to
relocate Mr. X to Chennai, Rs. 1600/- to replace Mr. Y there
and Rs. 3000/- to move Mr. Z. What is the optimum
assignment of personal to the offices?
D M K
X 1600 2000 2400
Y 1000 3200 2600
Z 1000 2000 4600
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Hungarian Method in Assignment
Add Dummy Row:
D M K C
X 1600 2000 2400 2000
Y 1000 3200 2600 1600
Z 1000 2000 4600 3000
Dummy 0 0 0 0
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Hungarian Method in Assignment
Row Subtraction:
D M K C
X 0 400 800 400
Y 0 2200 1600 600
Z 0 1000 3600 2000
Dummy 0 0 0 0
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Hungarian Method in Assignment
Column Subtraction:
D M K C
X 0 400 800 400
Y 0 2200 1600 600
Z 0 1000 3600 2000
Dummy 0 0 0 0
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Hungarian Method in Assignment
D M K C
X 0 400 800 400
Y 0 2200 1600 600
Z 0 1000 3600 2000
Dummy 0 0 0 0
Reduced Matrix:
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Hungarian Method in Assignment
D M K C
X 0 0 400 0
Y 0 1800 1200 200
Z 0 600 3200 1600
Dummy 400 0 0 0
First Improvement:
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Hungarian Method in Assignment
D M K C
X 0 0 400 0
Y 0 1800 1200 200
Z 0 600 3200 1600
Dummy 400 0 0 0
Reduced Matrix:
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Hungarian Method in Assignment
D M K C
X 200 0 400 0
Y 0 1600 1000 0
Z 0 400 3000 1400
Dummy 600 0 0 0
Second Improvement:
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Hungarian Method in Assignment
D M K C
X 200 0 400 0
Y 0 1600 1000 0
Z 0 400 3000 1400
Dummy 600 0 0 0
Reduced Matrix:
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Hungarian Method in Assignment
D M K C
X 200 0 400 0
Y 0 1600 1000 0
Z 0 400 3000 1400
Dummy 600 0 0 0
Optimal Solution:
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Hungarian Method in Assignment
Thus the Optimum Solution is-
S/r
No
Person Office Cost
01 X Mumbai 2000
02 Y Chennai 1600
03 Z Delhi 1000
04 Dummy Kolkata 0
- Total Rs. 4600
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EXERCISE
 Solve the Special Case of Unbalanced Problem in
Assignment as a practice exercise.
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For More Details Contact
Dr. V M Tidake
tidkevishal@gmail.com
tidkevishalmba@sanjivani.org.in
www.sanjivanimba.org.in
Thank You

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