Basic Tenets of the Elliott Wave Theory

Wave Mode

here are two modes of wave development: impulsive and corrective. Impulsive waves have a five wave structure, while corrective waves have a three wave structure or a variation thereof. Impulsive mode is employed by both the five wave pattern of Figure 1 and its same-directional components, i.e., waves 1, 3 and 5. Their structures are called “impulsive” because they powerfully impel the market. Corrective mode is employed by all countertrend interruptions, which include waves 2 and 4 in Figure 1. Their structures are called “corrective” because they can accomplish only a partial retracement, or “correction,” of the progress achieved by any preceding impulsive wave. Thus, the two modes are fundamentally different, both in their roles and in their construction, as will be detailed in an upcoming section.

The Complete Cycle

A five-wave impulse (whose subwaves are denoted by numbers) is followed by a three-wave correction (whose subwaves are denoted by letters) to form a complete cycle of eight waves. The concept of five waves up followed by three waves down is shown in Figure 2. The eight-wave cycle

Figure 2

shown in Figure 2 is a component of a cycle of one degree larger, as shown in Figure 3. As Figure 3 illustrates, each same-direction component of an impulsive wave, and each full cycle component (i.e., waves 1 + 2, or waves 3 + 4) of a cycle, is a smaller version of itself.

It is crucial to understand an essential point: Figure 3 not only illustrates a larger version of Figure 2, it also illustrates Figure 2 itself, in greater detail. In Figure 2, each subwave 1, 3 and 5 is an impulsive wave that will subdivide into a “five,” and each subwave 2 and 4 is a corrective wave that will subdivide into an a, b, c. Waves (1) and (2) in Figure 3, if examined under a “microscope,” would take the same form as waves and . Thus, waves of any degree in any series always subdivide and re-subdivide into waves of lesser degree and simultaneously are components of waves of higher degree. We can use Figure 3 to illustrate two waves, eight waves or thirty-four waves, depending upon the degree to which we are referring.

Figure 3