Ordinal Rank definition

Ordinal Rank is the 99th percentile using the nearest rank method represented by the following formula: "P99 Replication Lag" is the value at the Ordinal Rank of S.
Ordinal Rank is the 99th percentile using the nearest rank method represented by the following formula:
Ordinal Rank is the 99th percentile using the nearest rank method represented by the following formula: 𝑂𝑟𝑑𝑖𝑛𝑎𝑙 𝑅𝑎𝑛𝑘 = 100 𝑥 𝑁 "P99 Latency" is the value at the Ordinal Rank of S. "Excessive Latency Hours" is the total number of one-hour intervals during which Successful Requests submitted by an Application resulted in a P99 Latency greater than or equal to 10ms for document read or 15ms for document write operations. If the number of Successful Requests in a given one-hour interval is zero, the Excessive Latency Hours for that interval is 0.

Examples of Ordinal Rank in a sentence

  • There is no limit to the amount of time required.• Ordinal Rank is a measure of process complexity described as its difficulty to learn.

  • Executed as a process independent of the ALT estimates, Ordinal Rank Order provided the Subject Matter Experts a straightforward way to rank each core process in terms of their view of its relative complexity.

  • We define each student’s comparative STEM advantage as her within-classroom percentile rank of absolute STEM advantage in grade 10, defined in equation (2), as follows: Comparative STEM advantage = Ordinal Rank of Absolute STEM Advantage − 1Classroom Size − 1 (3)22An alternative approach would be to approximate comparative STEM advantage using the ratio between student’s absolute STEM advantage and her classroom’s absolute STEM advantage.

  • There is no limit to the amount of time required.▪ Ordinal Rank is a measure of process complexity described as its difficulty to learn.

  • Proposal for Elevation of the Family Acholeplasmataceae to Ordinal Rank - Acholeplasmatales.

  • Ordinal Rank of Open Systems Architecture SBIR Solicitation Topics Open System Architecture RankEleven SBIR topics were categorized as either “high” or “medium,” indicating that the SBIR topics included RFP language that specifically directed that system design requires the use of OSA principles to facilitate data interoperability and system application interaction.

  • The following axiom about the weighting system needs to be introduced.Axiom (Ordinal Rank Weights).

Related to Ordinal Rank

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