Sireesha Veeramachaneni
Sireesha Veeramachaneni
Associate Professor of Mathematics, GITAM University
Verified email at gitam.edu
Title
Cited by
Cited by
Year
An analytical method for finding critical path in a fuzzy project network
NR Shankar, V Sireesha, PPB Rao
Int. J. Contemp. Math. Sciences 5 (20), 953-962, 2010
712010
Fuzzy critical path method based on metric distance ranking of fuzzy numbers
NR Shankar, V Sireesha, KS Rao, N Vani
International Journal of Mathematical Analysis 4 (20), 995-1006, 2010
492010
Using Modified Dijkstra’s Algorithm for Critical Path Method in a Project Network
NR Shankar, V Sireesha
International Journal of Computational and Applied Mathematics 5 (2), 217-225, 2010
292010
A new approach to find total float time and critical path in a fuzzy project network
V Sireesha, NR Shankar
International Journal of Engineering Science and Technology 2 (4), 600-609, 2010
27*2010
An Approximation for the Activity Duration Distribution, Supporting Original PERT
NR Shankar, V Sireesha
Applied Mathematical Sciences 3 (57), 2823-2834, 2009
232009
Critical path analysis in the fuzzy project network
NR Shankar, V Sireesha, PPB Rao
Advances in fuzzy mathematics 5 (3), 285-294, 2010
182010
Solving a fuzzy nonlinear optimization problem by genetic algorithm
NR Shankar, GA Rao, JM Latha, V Sireesha
Int. J. Contemp. Math. Sciences 5 (16), 791-803, 2010
132010
Estimating the Mean and Variance of
NR Shankar, KSN Rao, V Sireesha
International Mathematical Forum 5 (18), 861-868, 2010
122010
Critical path analysis in the network with fuzzy interval numbers as activity times
V Sireesha, KS Rao, NR Shankar, SS Babu
intervals 16, 21, 2012
72012
Measuring risk element criticality in a fuzzy project network using trapezoidal fuzzy number method
NR Shankar, V Sireesha, S Siresha, KU Madhuri
Applied Mathematical Sciences 5 (11), 529-539, 2011
42011
A graphical approach to find the critical path in a project network
NR Shankar, V Sireesha
Contemporary Engineering Sciences 2 (12), 553-558, 2009
42009
A new approach to find project characteristics and multiple possible critical paths in a fuzzy project network
V Sireesha, NR Shankar
Fuzzy Information and Engineering 5 (1), 69-85, 2013
32013
A node-weighted rooted tree (NWRT) method to find project characteristics and critical path in a triangular fuzzy project network
V Sireesha, NR Shankar
Computational and Applied Mathematics 37 (2), 1971-1985, 2018
22018
On the Latest Times and Float Times of Activities in a Fuzzy Project Network with LR Fuzzy Numbers
V Sireesha, NR Shankar, KS Rao, PPB Rao
International Journal of Fuzzy System Applications (IJFSA) 2 (2), 91-101, 2012
22012
Analysis of time estimates on right skewed distributions of activity times in PERT
RSN Sireesha V
Journal of Statistics and Mathematics 2 (1), 15-22, 2011
2011
RANKING INTERVAL VALUED INTUITIONISTIC FUZZY SETS BY A NEW DISTANCE MEASURE
V Anusha, V Sireesha
A study of multi attribute group decision making problems in the frame work of interval valued trapezoidal intuitionistic fuzzy numbers
V Sireesha
Visakhapatnam, 0
Research Article Improved approximation of PERT activity parameters and validation
V Sireesha, NR Shankar
A novel approach for multiple criteria group decision making problem with unknown criteria weight information
V Sireesha, K Himabindu
in: Notes on Intuitionistic Fuzzy Sets, Volume 24 (2018), Number 1, pages 70–79, 0
An optimal method to find critical path in fuzzy project networks
V Sireesha, NR Shankar
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