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cs.DS2026

Online Covering with Maximum Delay under Subadditive Service Costs

Tianhang Lu, Runtian Ren, Shengcai Liu

We study online covering in which each instantaneous service pays its purchase cost and one maximum waiting time, with no effect on future requests. For static realizable services,…

cs.DS2026

Online Bin Packing with Per-Bin Maximum Delay

Tianhang Lu, Runtian Ren, Shengcai Liu

We study online bin packing with per-bin maximum delay: each sealed bin incurs a unit opening cost plus the longest waiting time among its items. Offline, this becomes a temporal-s…

cs.DS2026

Paging with Per-Replacement Maximum Delay

Tianhang Lu, Runtian Ren, Shengcai Liu

Classical paging serves every miss immediately. We study paging with per-replacement maximum delay, where loading a pending page costs one movement plus the age of its oldest outst…

cs.DS2026

Online Service with Per-Batch Maximum Delays

Tianhang Lu, Runtian Ren, Shengcai Liu +1

We study online service with per-batch maximum delays on a finite metric space. Requests arrive over time, and a server serves each batch by following a walk visiting its requests'…

cs.DS2026

Online Multi-Level Aggregation with Maximum Delay

Tianhang Lu, Runtian Ren, Shengcai Liu +1

We study Multi-Level Aggregation with Maximum Delay (MLA-MD) on finite weighted rooted trees. Each service pays for a rooted subtree and for the maximum waiting time among the requ…

cs.DS2024

Online Multi-level Aggregation with Delays and Stochastic Arrivals

Mathieu Mari, Michał Pawłowski, Runtian Ren +1

This paper presents a new research direction for online Multi-Level Aggregation (MLA) with delays. In this problem, we are given an edge-weighted rooted tree , and we have to se…

cs.DS2024

Modeling Online Paging in Multi-Core Systems

Mathieu Mari, Anish Mukherjee, Runtian Ren +1

Web requests are growing exponentially since the 90s due to the rapid development of the Internet. This process was further accelerated by the introduction of cloud services. It ha…