Technical Analysis Webinar Series

Web Series

The CMT Association hosts regular one-hour online lectures covering a variety of active investment management topics. In the interest of advancing the discipline of technical analysis, we tend to feature presentations which focus on rules-based strategies, intermarket relationships and macro analysis, volatility, and approaches to managing market risk.

All presentations are focused on educational, not commercial content. The entire webcast runs for approximately one hour, with the presentation typically lasting for 45-50 minutes and the remaining 10-15 minutes reserved for a live Q&A session. In the past, the CMT Association has hosted world-renowned investment professionals such as Martin Pring, Ned Davis, Dennis Gartman, Thomas Dorsey, Charles Kirkpatrick, CMT, and Ralph Acampora, CMT.

Upcoming Webcast Schedule

Webcast: “Efficient Portfolios Based on Technical Analysis Principles” with Tom Hardin, CMT, CFP and Brandon Bischof, CMT
Oct 23 @ 12:00 pm – 1:00 pm
Webcast: "Efficient Portfolios Based on Technical Analysis Principles" with Tom Hardin, CMT, CFP and Brandon Bischof, CMT

The efficient portfolio is the one that has the highest return vs. risk (volatility) taken. The most efficient portfolio is a moving target because prices, correlations and volatility are dynamic. We will introduce how an efficient portfolio can be constructed and maintained through the use of technical analysis principles.

Webcast: “How You Can Benefit from Little Known Seasonal and Cyclical Patterns” with Dimitri Speck
Nov 20 @ 12:00 pm – 1:00 pm

Annual seasonality and cycles of other length can be a valuable tool for improving your trading and investing results. Recurring events such as tax deadlines, holidays, futures contract expirations and company-specific events influence the prices of commodities, indices and individual stocks. In his presentation, Dimitri Speck will show that seasonality undoubtedly exists in many instruments and how you can implement it in your existing trading approaches.

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