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K. Subramani
2010 – today
- 2013
[j40]R. Chandrasekaran, K. Subramani: A combinatorial algorithm for Horn programs. Discrete Optimization 10(2): 85-101 (2013)
[j39]K. Subramani, Matthew Williamson, Xiaofeng Gu: Improved algorithms for optimal length resolution refutation in difference constraint systems. Formal Asp. Comput. 25(2): 319-341 (2013)
[i1]Bugra Caskurlu, K. Subramani: On Partial Vertex Cover on Bipartite Graphs and Trees. CoRR abs/1304.5934 (2013)- 2012
[j38]Pavlos Eirinakis, Salvatore Ruggieri, K. Subramani, Piotr J. Wojciechowski: A complexity perspective on entailment of parameterized linear constraints. Constraints 17(4): 461-487 (2012)
[c30]Pavlos Eirinakis, Salvatore Ruggieri, K. Subramani, Piotr J. Wojciechowski: Computational complexity of inclusion queries over polyhedral sets. ISAIM 2012- 2011
[j37]K. Subramani, Xiaofeng Gu: Absorbing random walks and the NAE2SAT problem. Int. J. Comput. Math. 88(3): 452-467 (2011)
[j36]Natarajan Shankar, K. Subramani: A mechanical verification of the stressing algorithm for negative cost cycle detection in networks. Sci. Comput. Program. 76(7): 609-626 (2011)
[c29]Ashish Gehani, Lee Zaniewski, K. Subramani: Algorithmic Aspects of Risk Management. Formal Modeling: Actors, Open Systems, Biological Systems 2011: 262-276
[c28]K. Subramani, James Worthington: A New Algorithm for Linear and Integer Feasibility in Horn Constraints. CPAIOR 2011: 215-229- 2010
[j35]K. Subramani, C. Tauras, Kamesh Madduri: Space-time tradeoffs in negative cycle detection - An empirical analysis of the Stressing Algorithm. Applied Mathematics and Computation 215(10): 3563-3575 (2010)
[j34]K. Subramani, Kamesh Madduri: Two-level heaps: a new priority queue structure with applications to the single source shortest path problem. Computing 90(3-4): 113-130 (2010)
[j33]James B. Orlin, Kamesh Madduri, K. Subramani, Matthew Williamson: A faster algorithm for the single source shortest path problem with few distinct positive lengths. J. Discrete Algorithms 8(2): 189-198 (2010)
2000 – 2009
- 2009
[j32]K. Subramani, Hong-Jian Lai, Xiaofeng Gu: Random walks for selected boolean implication and equivalence problems. Acta Inf. 46(2): 155-168 (2009)
[j31]K. Subramani: On the Complexities of Selected Satisfiability and Equivalence Queries over Boolean Formulas and Inclusion Queries over Hulls. JAMDS 2009 (2009)
[j30]K. Subramani: Optimal Length Resolution Refutations of Difference Constraint Systems. J. Autom. Reasoning 43(2): 121-137 (2009)
[j29]K. Subramani: On memoryless provers and insincere verifiers. J. Exp. Theor. Artif. Intell. 21(3): 217-231 (2009)
[c27]K. Subramani, Kamesh Madduri: Two-Level Heaps: A New Priority Queue Structure with Applications to the Single Source Shortest Path Problem. COCOA 2009: 186-196
[c26]Xiaofeng Gu, Kamesh Madduri, K. Subramani, Hong-Jian Lai: Improved Algorithms for Detecting Negative Cost Cycles in Undirected Graphs. FAW 2009: 40-50
[c25]- 2008
[j28]K. Subramani, Kiran Yellajyosula, A. Osman: Distributed algorithms for partially clairvoyant dispatchers. Cluster Computing 11(2): 115-131 (2008)
[j27]K. Subramani: Computing inversion pair cardinality through partition-based sorting. Computing 83(1): 41-54 (2008)
[j26]K. Subramani, Kiran Yellajyosula: On the Design and Implementation of a Shared Memory Dispatcher for Partially Clairvoyant Schedulers. International Journal of Parallel Programming 36(4): 386-411 (2008)
[j25]K. Subramani, Kamesh Madduri: A Randomized Queueless Algorithm for Breadth-First Search. I. J. Comput. Appl. 15(3): 177-186 (2008)
[j24]K. Subramani, C. Tauras, David Owen: Fault Tolerant Sorting - Theoretical and Empirical Analyses of the Randomized QuickMergesort Algorithm. J. Math. Model. Algorithms 7(3): 255-276 (2008)
[c24]- 2007
[j23]K. Subramani: On a decision procedure for quantified linear programs. Ann. Math. Artif. Intell. 51(1): 55-77 (2007)
[j22]K. Subramani: A polynomial time algorithm for Zero-Clairvoyant scheduling. J. Applied Logic 5(4): 667-680 (2007)
[j21]Hans Kleine Büning, K. Subramani, Xishun Zhao: Boolean Functions as Models for Quantified Boolean Formulas. J. Autom. Reasoning 39(1): 49-75 (2007)
[j20]K. Subramani: A Zero-Space algorithm for Negative Cost Cycle Detection in networks. J. Discrete Algorithms 5(3): 408-421 (2007)
[j19]Sanjit A. Seshia, K. Subramani, Randal E. Bryant: On Solving Boolean Combinations of UTVPI Constraints. JSAT 3(1-2): 67-90 (2007)
[j18]K. Subramani, Dejan Desovski: An empirical analysis of algorithms for partially Clairvoyant scheduling. IJPEDS 22(5): 331-353 (2007)
[c23]K. Subramani, Kamesh Madduri: Accomplishing Approximate FCFS Fairness Without Queues. HiPC 2007: 540-551
[c22]- 2006
[j17]K. Subramani, Dejan Desovski: On contrasting vertex contraction with relaxation-based approaches for negative cost cycle detection. Applied Mathematics and Computation 173(1): 273-305 (2006)
[j16]K. Subramani, C. Tauras: An approximation algorithm for state minimization in 2-MDFAs. Formal Asp. Comput. 18(4): 421-431 (2006)
[j15]Jacob Illum Rasmussen, Kim Guldstrand Larsen, K. Subramani: On using priced timed automata to achieve optimal scheduling. Formal Methods in System Design 29(1): 97-114 (2006)
[j14]K. Subramani, John Argentieri: Chain Programming over Difference Constraints. Nord. J. Comput. 13(4): 309-327 (2006)
[c21]K. Subramani, John Argentieri: Analyzing Chain Programs over Difference Constraints. TAMC 2006: 171-180
[c20]- 2005
[j13]K. Subramani: A Comprehensive Framework for Specifying Clairvoyance, Constraints and Periodicity in Real-Time Scheduling. Comput. J. 48(3): 259-272 (2005)
[j12]K. Subramani, Lisa Kovalchick: A greedy strategy for detecting negative cost cycles in networks. Future Generation Comp. Syst. 21(4): 607-623 (2005)
[j11]
[j10]K. Subramani: Partially clairvoyant scheduling for aggregate constraints. JAMDS 9(4): 225-240 (2005)
[j9]K. Subramani, Dejan Desovski: Out of order quantifier elimination for Standard Quantified Linear Programs. J. Symb. Comput. 40(6): 1383-1396 (2005)
[j8]K. Subramani: Periodic Linear Programming with applications to real-time scheduling. Mathematical Structures in Computer Science 15(2): 383-406 (2005)
[j7]K. Subramani: Tractable Fragments of Presburger Arithmetic. Theory Comput. Syst. 38(5): 647-668 (2005)
[j6]
[j5]K. Subramani: Erratum: An Analysis of Totally Clairvoyant Scheduling. J. Scheduling 8(6): 551-552 (2005)
[c19]K. Subramani: Stressing is Better Than Relaxing for Negative Cost Cycle Detection in Networks. ADHOC-NOW 2005: 320-333
[c18]K. Subramani, Dejan Desovski: A New Verification Procedure for Partially Clairvoyant Scheduling. FORMATS 2005: 127-141
[c17]K. Subramani, Dejan Desovski: On the Empirical Efficiency of the Vertex Contraction Algorithm for Detecting Negative Cost Cyles in Networks. International Conference on Computational Science (1) 2005: 180-187- 2004
[j4]K. Subramani: On deciding the non-emptiness of 2SAT polytopes with respect to First Order Queries. Math. Log. Q. 50(3): 281-292 (2004)
[j3]K. Subramani: Optimal length tree-like resolution refutations for 2SAT formulas. ACM Trans. Comput. Log. 5(2): 316-320 (2004)
[c16]
[c15]
[c14]K. Subramani, Kiran Yellajyosula: A Shared Memory Dispatching Approach for Partially Clairvoyant Schedulers. HiPC 2004: 111-122
[c13]K. Subramani, Kiran Yellajyosula, A. Osman: Distributed Algorithms for Partially Clairvoyant Dispatchers. IPDPS 2004
[c12]Jacob Illum Rasmussen, Kim Guldstrand Larsen, K. Subramani: Resource-Optimal Scheduling Using Priced Timed Automata. TACAS 2004: 220-235- 2003
[j2]K. Subramani: An Analysis of Partially Clairvoyant Scheduling. J. Math. Model. Algorithms 2(2): 97-119 (2003)
[c11]
[c10]K. Subramani, Lisa Kovalchick: Contraction versus Relaxation: A Comparison of Two Approaches for the Negative Cost Cycle Detection Problem. International Conference on Computational Science 2003: 377-387
[c9]
[c8]Hans Kleine Büning, K. Subramani, Xishun Zhao: On Boolean Models for Quantified Boolean Horn Formulas. SAT 2003: 93-104- 2002
[c7]K. Subramani: On Identifying Simple and Quantified Lattice Points in the 2SAT Polytope. AISC 2002: 217-230
[c6]K. Subramani: On Determining the Minimum Length, Tree-Like Resolution Refutation of 2SAT, and Extended 2SAT Formulas. ASIAN 2002: 57-65
[c5]
[c4]- 2001
[j1]K. Subramani: A polyhedral projection procedure for Q2SAT. Electronic Notes in Discrete Mathematics 9: 369-375 (2001)
[c3]
[c2]- 2000
[c1]K. Subramani, Ashok K. Agrawala: A Dual Interpretation of "Standard Constraints" in Parametric Scheduling. FTRTFT 2000: 121-133
Coauthor Index
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last updated on 2013-05-05 20:48 CEST by the dblp team



