Graph theory (GT) and complex network theory play an increasingly important role in the
design, operation, and management of water distribution networks (WDNs) and these tasks …

The optimization of water networks supports the decision‐making process by identifying the
optimal trade‐off between costs and performance (eg, resilience and leakage). A major …

To mitigate urban drainage network pressures and seek sustainable solutions, novel tools
like graph theory are presently being studied. This paper presents a systematic literature …

Assessing and modelling the water quality in a water distribution system (WDS) are highly
important to ensure a reliable supply with sufficient water quality. Owing to the high …

Normal operation of a Mechanical, Electrical, and Plumbing (MEP) system under random
and intentional attacks is important to a building. A systematic research framework is …

Abstract Water Distribution Networks (WDNs) ensure reliable water supply to consumers
which depends largely on joint and well-coordinated functioning of all diverse facets and …

The low spatial density of monitored nodal pressures (nodal heads) has already become a
bottleneck restricting the development of smart technologies for water distribution networks …

The resilience of water distribution networks (WDNs) should be proactively evaluated to
reduce the potential impacts of disruptive events. This study proposes a novel hydraulically …

Urban drainage networks (UDNs) represent important infrastructures to protect and maintain
community health and safety. For these reasons, technicians and researcher are focusing …

Urban waterlogging can cause considerable economic damage, public inconvenience, and
even mortality. Effective prediction of inundation probability on an urban agglomeration …