MINIMIZING SERVICE RESTART BY OPTIMALLY RESIZING SERVICE POOLS

    公开(公告)号:US20150149637A1

    公开(公告)日:2015-05-28

    申请号:US14162057

    申请日:2014-01-23

    CPC classification number: H04L67/1012 G06F9/00 G06F9/46 H04L41/5019

    Abstract: A method, computer program product, and system for optimizing service pools supporting resource sharing and enforcing SLAs, to minimize service restart. A computer processor determines a first resource to be idle, wherein a service instance continues to occupy the first resource that is idle. The processor adds the first resource to a resource pool, wherein the service instance continues to occupy the first resource as a global standby service instance on the first resource. The processor receives a request for a resource, wherein the request for the resource includes a global name associated with a service that corresponds to the global standby service instance, and the processor allocates, from the resource pool, the first resource having the global standby service instance, based on the request for the resource that includes the global name associated with the service corresponding to the global standby service instance.

    HIERARCHICAL FAIRSHARE OF MULTI-DIMENSIONAL RESOURCES

    公开(公告)号:US20170093741A1

    公开(公告)日:2017-03-30

    申请号:US14869089

    申请日:2015-09-29

    CPC classification number: H04L67/1074 G06F9/38 H04L47/629 H04L47/70 H04L47/782

    Abstract: A method to determine a hierarchical fair share of resources among one or more scheduling peers. The method determines a greatest fairness difference between the usage percentage difference of a most-served competing peer and that of a least-served competing peer. The method determines a greatest accumulated fairness difference between the accumulated usage percentage difference of the most-served competing peer and that of the least-served competing peer. The method adjusts a resource allocation such that resources from the most-served competing peer are allocated to the least-served competing peer if an adjustment condition is met, wherein the adjustment condition is based on one or both of i) the greatest fairness difference, and ii) whether the greatest accumulated fairness difference exceeds at least one threshold.

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