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1. Approximation algorithms for non-sequential star packing problems

2. Approximately covering vertices by order-$5$ or longer paths

6. Planar graphs are acyclically edge $(\Delta + 5)$-colorable

7. Randomized algorithms for fully online multiprocessor scheduling with testing

8. An Approximation Algorithm for Covering Vertices by 4^+-Paths

9. Directed Path Partition Problem on Directed Acyclic Graphs

10. An Approximation Algorithm for Covering Vertices by -Paths

11. Approximation algorithms for covering vertices by long paths

13. An efficient polynomial-time approximation scheme for parallel multi-stage open shops

15. Bi-objective carbon-efficient distributed flow-shop scheduling with multistep electricity pricing.

18. Approximation algorithms for the directed path partition problems

19. On Computing a Center Persistence Diagram

20. Independent Set Under a Change Constraint from an Initial Solution

22. Acyclic edge coloring conjecture is true on planar graphs without intersecting triangles

24. Approximation algorithms for maximally balanced connected graph partition

25. On Computing a Center Persistence Diagram

29. Path Cover Problems with Length Cost

30. Improved Approximation Algorithms for Multiprocessor Scheduling with Testing

31. Approximation Algorithms for the Directed Path Partition Problems

35. A local search $4/3$-approximation algorithm for the minimum $3$-path partition problem

36. Improved approximation algorithms for path vertex covers in regular graphs

37. Approximation algorithms for the three-machine proportionate mixed shop scheduling

38. Approximation algorithms for two-machine flow-shop scheduling with a conflict graph

39. Experimental study on slagging monitoring of pulverized coal-fired boiler based on slagging image

41. A $(1.4 + \epsilon)$-approximation algorithm for the $2$-Max-Duo problem

42. A local search 2.917-approximation algorithm for duo-preservation string mapping

43. On rescheduling due to machine disruption while to minimize the total weighted completion time

45. Graph Classes and Approximability of the Happy Set Problem

46. Improved Hardness and Approximation Results for Single Allocation Hub Location

47. Parameterized Algorithms for the Happy Set Problem

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