Using "The Greeks" To Understand Options

所在平台: Udemy

课程主页: https://www.udemy.com/course/options-greeks/

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课程名称:利用“希腊字母”理解期权 课程概述: 本课程旨在教授学员如何正确交易期权。如同飞行员需要读懂仪表才能安全飞行一样,期权交易者理解期权“希腊字母”(Delta, Gamma, Theta & Vega)至关重要。许多交易者在不了解“希腊字母”的情况下贸然进入期权市场,如同在恶劣天气中没有仪表辅助的飞行员,存在显著风险。 学习本课程后,学员将能够: * **制定优质交易策略:** 掌握 Delta、Gamma、Theta 和 Vega 的含义及其在期权交易中的应用。 * **进行交易调整(期权修复):** 能够轻松调整未按预期发展的交易。 * **评估时间衰减(Theta):** 了解每日时间衰减对持仓是好是坏,从而做出明智的决策。 * **规避损失,最大化利润。** * **预测期权到价概率:** 利用 Delta 了解期权在到价(in-the-money)的可能性,即统计上的概率。例如,根据当前股价,可以轻松查询未来一个月内股市达到特定价位的可能性。 本课程将揭示专业交易者的秘密,帮助学员在建立期权头寸或策略时,理解并管理由以下因素带来的风险和回报: * **价格变动 (Delta)** * **波动性变化 (Vega)** * **时间衰减 (Theta)**

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Trading options without an understanding of the greeks would be like trying to fly a plane without the ability to read instruments. Unfortunately, many traders have never heard of the greeks and yet they jump into options. This puts them at risk later, much like a pilot would experience flying in bad weather without the benefit of instruments. This class is designed to teach you how to trade options correctly. After learning about Delta, Gamma, Theta & Vega, you will be able to put on great trades. You will be able to easily adjust trades that are not working as expected (option repairs). You will be able to understand whether remaining in the trade is good or bad based on the time decay (theta) experienced daily. What could be better than learning how to avoid losses and maximize profits? The delta of an option will also tell you how likely (statistically) an option is to being in-the-money. In other words, the options market gives you the answers to all of the questions you could possible ask. If a stock is at $50/share. Then you can with the click of a mouse find out how probable it is that the stock would be at 45/share, 50/share or 55/share over the next month! When I first learned what the professional traders know it blew my mind! When taking an option position or setting up an options strategy, there will be risk and reward from the following factors: Price change (delta)Changes in volatility (vega)Time decay (theta)

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