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Mean-Variance Portfolio Optimization Via CG
trader-portfolio-cg
ruvnet/ruflo
126
This skill performs mean-variance portfolio optimization by solving the linear system Σ · x = μ using the Conjugate Gradient (CG) method. It is significantly faster (40-60x) and numerically robust compared to legacy methods like the Neumann series. It takes a covariance matrix (Σ) and expected return vector (μ) to determine optimal asset weights, providing full provenance tracking for auditability.
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Deriving Actionable Insights From Models
jmsc-managerial-insights
brycewang-stanford/Awesome-Journal-Skills
61
A guide for transforming complex academic models, propositions, and numerical findings into actionable, model-backed managerial insights for high-level journals. It emphasizes deriving explicit decision rules based on parameter thresholds and ranges, strictly avoiding vague policy slogans or general statements of importance.
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Math Finance Replication and Data Policy
mathfin-replication-and-data-policy
brycewang-stanford/Awesome-Journal-Skills
123
This comprehensive guide outlines the mandatory replication and data policy for mathematical finance manuscripts. It provides authors with templates for Data Availability Statements (covering no data, code only, or public data) and details rigorous best practices for ensuring numerical exhibits are fully reproducible. It covers creating exhibit provenance ledgers and managing computational dependencies to maintain academic rigor.
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