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This methodology assumes that harmonic patterns or cycles, like many patterns and cycles in life, continually repeat. The key is to identify these patterns and to enter or to exit a position based upon a high degree of probability that the same historic price action will occur. Below is a list of commonly used harmonic patterns: Bat; Butterfly ...
Scott Carney (born July 9, 1978) is an American investigative journalist, author and anthropologist. He is the author of five books: The Red Market , The Enlightenment Trap , What Doesn't Kill Us , The Wedge , and The Vortex .
In probability theory and statistical mechanics, the Gaussian free field (GFF) is a Gaussian random field, a central model of random surfaces (random height functions).. The discrete version can be defined on any graph, usually a lattice in d-dimensional Euclidean space.
Bruce Leonard Cathie (11 February 1930 – 2 June 2013) was a New Zealand airline pilot who wrote seven books related to flying saucers and a "World energy grid".. His central thesis was that he could use mathematics to describe a grid-like pattern on Earth (i.e. the Electro-dynamic field on Earth) that powers flying saucers and controls the dates and places where nuclear bombs can function ...
The Elliott wave principle, or Elliott wave theory, is a form of technical analysis that helps financial traders analyze market cycles and forecast market trends by identifying extremes in investor psychology and price levels, such as highs and lows, by looking for patterns in prices.
In mathematics, Hodge theory, named after W. V. D. Hodge, is a method for studying the cohomology groups of a smooth manifold M using partial differential equations.The key observation is that, given a Riemannian metric on M, every cohomology class has a canonical representative, a differential form that vanishes under the Laplacian operator of the metric.
Some, like “Trading Places,” comically depict the mayhem of the trading floor. Others, like “The Wizard of Lies,” are sobering representations of real events.
The function F defined on the unit disk by F(re iθ) = (f ∗ P r)(e iθ) is harmonic, and M f is the radial maximal function of F. When M f belongs to L p (T) and p ≥ 1, the distribution f "is" a function in L p (T), namely the boundary value of F. For p ≥ 1, the real Hardy space H p (T) is a subset of L p (T).