Applied mathematics for high loads
summary
Survey of mathematical tools and theories that can be applied to building high-load information systems, arguing which techniques from mathematics and related disciplines are practical for engineers. Covers specific applied-math approaches for analyzing and designing high-throughput systems rather than relying solely on empirical trial-and-error.
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chapters (14)
- 0:00Introduction
- 1:12Response time estimation
- 6:28Outliers and anomalies
- 10:49Component evaluation
- 14:49Processing system types
- 16:41Queueing model
- 18:49Load testing
- 23:10Real data analysis
- 27:04Queue monitoring
- 31:43Stationary vs dynamic modes
- 32:50Feedback in systems
- 40:26Positive feedback
- 43:37Best practices and principles
- 44:21Q&A
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