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Linear problem kernels for NP-hard problems on planar graphs
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Theoretical Computer Science
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We present new kernelization results for the s-CYCLE TRANSVERSAL problem for s 3. In particular, we show a 6k2 kernel for 4-CYCLE TRANSVERSAL and a O(ks-1) kernel for s-CYCLE TRANSVERSAL when s 4. We prove the NP-completeness of s-CYCLE TRANSVERSAL on planar graphs and obtain a 74k kernel for 4-CYCLE TRANSVERSAL on planar graphs. We also give several kernelization results for a related problem (≤ s)-CYCLE TRANSVERSAL.