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1 Primary & Middle School Mathematics1–9 年级在线 2 High School Mathematics10–12 年级在线 3 University Mathematics — Year 1本科一年级在线 4 University Mathematics — Year 2本科二年级在线 5 University Mathematics — Year 3本科三年级在线

1 Primary & Middle School Physics1–9 年级在线 2 High School Physics10–12 年级在线 3 University Physics — Year 1本科一年级在线 4 University Physics — Year 2本科二年级在线 5 University Physics — Year 3本科三年级在线

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1 Markets I: The Ecosystem and Exchange-Traded Markets市场在线 2 Markets II: Rates, FX and Credit市场在线 3 Markets III: Commodities, Energy and Crypto市场在线 4 Quantitative Methods方法在线 5 Derivatives and Volatility衍生品在线 6 Rates, Credit, XVA and Risk利率、信用与风险在线 7 Research Craft: Predictors, Backtests, Measurement, Portfolios研究在线 8 Strategies I: Equities and Futures策略在线 9 Strategies II: Volatility, Relative Value, Macro and the Bank Desks策略在线 10 Microstructure and Execution交易执行在线 11 Market Making and High-Frequency Trading做市在线 12 Machine Learning for Markets机器学习在线 13 Low-Latency Software技术在线 14 Networks, Hardware and Trading Infrastructure技术在线 15 Research, Data and Risk Platforms技术在线 16 The Desk and the Firm公司运营在线 17 The Industry: Firms, Roles and Careers职业发展在线 18 Interviews I: Maths, Probability and Speed职业发展在线 19 Interviews II: Markets, Trading Games and the Final Round职业发展在线 20 Interviews III: Code职业发展在线

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Earth and Space Sciences · 术语表

什么是 Schreinemakers analysis？

Definition 11.4 University Earth and Space Sciences — Year 3 · 第 11 章 — Thermodynamics of Rocks

Schreinemakers analysis is the method that arranges the univariant lines around an invariant point from the compositions of the phases alone, before any measurement of their thermodynamic properties: it fixes the order of the lines, the side of each line that is stable, and the assemblages of each sector between them.

A Schreinemakers bundle in a two-component system with four phases of compositions A (0), B (1/3), C (2/3) and D (1), computed for invented properties: stable lines solid, metastable extensions dashed, and the stable pairs in each sector. (D) is A + C = 2B, (A) is B + D = 2C, (C) is 2A + D = 3B and (B) is A + 2D = 3C. — A Schreinemakers bundle in a two-component system with four phases of compositions A (0), B ( $1/3$ ), C ( $2/3$ ) and D (1), computed for invented properties: stable lines solid, metastable extensions dashed, and the stable pairs in each sector. (D) is A + C = 2B, (A) is B + D = 2C, (C) is 2A + D = 3B and (B) is A + 2D = 3C.

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