Giant Steps (john Coltrane) For Guitar - Melody, Solos & Chords.pdf

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Giant Steps

GIANT STEPS

LATEST LESSONS

written by Matt Warnock

Pat Metheny

a d t There are few tunes in the jazz repertoire that strike fear in the heart of players such

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as the John Coltrane tune “Giant Steps,” which can be a challenge from both a soloing and comping perspective. When guitarists rst begin to explore John Coltrane’s Giant Steps changes, this series of chords can seem like an impossible mountain to climb, but that doesn’t have to be the case.

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While Giant Steps may seem like a huge task to tackle in the woodshed, the chords, chord melody arrangements and solo studies in this lesson will get you on your way to sounding hip over this tough chord

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GIANT STEPS – CHORD MELODY

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Giant Steps Melody 1

In this rst chord melody example, you are using 3rd and 7th voicings with the melody note

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Giant Steps Melody 2

Now you will use four-note chords based on the 3rds and 7ths in order to expand upon the

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three-note chords you learned in the rst chord melody sample. Arpeggios

 

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GIANT STEPS – IMPROVISATION Rather than focus on big, two-octave scales and arpeggios right from the get-go (which can make soloing over this tune di cult), you can instead start your study of Giant Steps by using triads, one-octave arpeggios, and the 1235 outline to get your ears and ngers around these changes. This section will break down those three approaches, providing four practice variations for each along the way, as well as give you examples of how to turn these technical approaches into licks over the rst 8 bars of Giant Steps, which is also called the Coltrane Matrix.  

Triad Outlines

The rst motive that we’ll use to outline the Coltrane matrix is the root based triad: 1-3-5 For the purposes of this example, each triad is written with the same rhythm (two eighth notes and a quarter note). Once we have the triads under your ngers feel free to alter the rhythms for any or all of the chords and actually make some music. Triads are often overlooked in a traditional jazz context, but they can be a great tool when navigating tough chord changes, such as those found within Giant Steps. Here are the 1-3-5 triads for the rst four bars in ascending fashion.  

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In the next example, the triads from example 1 are now presented in reverse order: 5-3-1. Though it may be tricky to get used to beginning a triad from the top down, this is a great way to bring triads into your lines without sounding like you are simply running up the chords.  

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  Now that you have the ascending and descending triads under your ngers, you can start to alternate between the two. In this example, you will ascend the rst triad then descend the second triad. Notice how the rst note of the second triad (A), completes a B7 chord when added to the rst chord. The same thing occurs with the rst note of the fourth chord (F on the Bb7), which produces a G7 chord. Though these connections are not necessarily important to the harmony of the tune, they may help when you are working on nding ngerings for these exercises.  

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  The next exercise is the reverse of example 3, where the rst triad is descending and the second triad is ascending. Now the rst note of the third chord (D), is the root of the previous chord and completes a one-octave 1-3-5-8 triad. The same thing occurs between the fourth and fth chords where the Bb on the downbeat of bar three completes a Bb triad, 1-3-5-8, from the Bb7 chord in the previous bar.  

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Four-Note Arpeggio Outlines

Now that you have worked out the triads for each of the chords in the Coltrane matrix, you can move on to the four-note arpeggios for each chord. For the purposes of this article, each arpeggio is presented in only one position on the neck. After this position becomes comfortable, feel free to play these arpeggios on di erent string sets and positions on the fretboard. As with the rst motive, feel free to alter the rhythms of each arpeggio once you have basic eighth notes under your ngers. One way to do this would be to play a triplet on beat one and a quarter note on beat two or vice versa.   The rst example presents the four-note arpeggios for each chord in ascending order.  

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  This example presents the 1-3-5-7 arpeggios in descending order  

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  Now you can begin to alternate between ascending and descending arpeggios. This example is only one possible ngering, feel free to explore other ngerings to open up these ideas to di erent positions on the neck.  

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The following example is a reverse of the previous outline, where the arpeggios are now alternating between descending and ascending ngerings.  

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1235 Outline

In the next four examples, you will look at one of John Coltrane’s favorite motives: 1-2-3-5 This motive has become an essential part of the improvisational repertoire for many famous jazz musicians, including Bill Evans, McCoy Tyner, Jerry Bergonzi, and Miles Davis to name a few. In order to make this as simple as possible, it is important to think of each root as 1. Then you just play 1-2-3-5 over each of the chords. This is easier than thinking of this motive within the di erent keys, which would mean thinking about the D7 motive as 5-6-7-9 in the key of G for example.   The rst example presents the 1235 motive in ascending order over each chord in the progression.  

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This example presents the previous exercise in reverse order: 5-3-2-1. Getting used to playing this motive backward can be a bit tricky, as the ngerings start to get a bit awkward depending on what string set we use. Though it may be a di cult to get down this exercise can improve your technique as well as your ability to improvise over Giant Steps.  

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  As with the previous exercises, you can now play the 1-2-3-5 motive alternating between the ascending and descending versions. There is now a bit of a jump between the second and third chord and the fourth and fth chord, as the last note of one and the rst note of the next is a perfect fourth. The fourth interval one the guitar can be played by using one nger on the same fret over two di erent strings. Instead of playing each note with the tips of your ngers, as we have been taught to do, try barring these two notes, which will allow for a smoother transition between each chord.  

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  In the next exercise, you will alternate the 1-2-3-5 motive between the descending and ascending versions. In this example, the perfect fourth interval is now ascending between the second and third and fourth and fth chords. Between the second and third chords, we can use the bar technique from the previous example, though because of the tuning of the second string the fourth interval is now over two frets so you can use two di erent ngers for these notes.  

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Giant Steps Licks

Now that you have worked through the three motives, you can mix them all together to create lines over the Giant Steps chord changes. For the purposes of the exercise you are only using eighth notes. Once these licks are comfortable, you can alter the rhythms to create more interest in our melodic ideas.  

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  Here is another example of how you can mix the three motives. These examples are only a few ways to maneuver through Giant Steps, once you have checked them out start making up your own lines. Start by writing out the lines away from the guitar, and then playing them to see how they sound. Once this becomes comfortable practice doing it on the spot at a slow tempo, then slowly raise the tempo until it gets closer to the original recording. The best way to do this is to use a program like Band in the Box as it allows you to change the tempo and hear your ideas against the harmony at the same time.  

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  Now you can take these ideas and apply them to the rst eight bars, the Coltrane matrix in Eb and B.  

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  The last example is another line written over the rst eight bars of the tune using the three motives.  

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  Now that you have these three motives under your ngers and in your ears, you can add to your repertoire by developing your own Giant Steps melodic ideas. You can do this by taking motives from Coltrane’s solo, or any other famous recording of the tune, or by simply making up your own melodic ideas. Using these simple three and fournote motives can be an easy way to negotiate through any series of tough chord changes, not only Giant Steps but also standards like Lazybird, Moments Notice and Stablemates. Not only does using short motives help us to navigate these tough tunes, but it can also give our solos a sense of continuity that may not be found when we rely on scales, arpeggios, and patterns.

GIANT STEPS CHORDS & COMPING In this section, you will focus on learning two main ways to comp through Giant Steps, using 3rds and 7ths as well as 3 to 7 triads.  

3rds and 7ths

The rst harmonic idea that we will use over the Coltrane matrix is the 3rd and 7th of each chord. By using only the third and seventh of each chord, you allow yourself to move quickly through the changes while outlining the harmony at the same time. Even though you do not have a root in these voicings, these two note chords outline the harmonic function of each chord. The 3rd will tell us whether the chord is major or minor. The 7th will tell us whether the chord is major, dominant or minor seventh. If you have never used these voicings before try playing them without any accompaniment and hear how the changes are outlined without the root being present. These voicings are similar to what a piano player would put in his left hand when comping through a tune. As you get used to these new voicings, you will start to add notes on top of the 3rds and 7ths that will be similar to what a pianist would put in his right hands when comping. In this example, the 3rds and 7ths are used beginning with the 3rd as the lowest note of the rst chord (Bmaj7). Notice how the voice leading allows you to stay in one position, even though you are navigating through three di erent keys. Staying in one position will allow you to quickly move between each chord even at fast tempos. As you’ve probably already noticed, there is no 7th in the rst chord voicing (Bmaj7). In order to avoid a perfect fth interval, which tends to sound out of place in certain situations, you are using a major 6th chord instead. The 6th is a common substitute for the 7th in a major seventh chord, and it allows you to use a perfect fourth interval instead of a perfect fth.  

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  In the following example, the rst chord (Bmaj7) has the seventh as the lowest note. Notice how you are using the 6th (E) instead of the 7th over the Gmaj7 chord to avoid the perfect fth interval. For the purposes of this article, you will only look at these two positions. But, if you nd that these chords come easy to you, and you want to explore them further, try starting with the seventh of Bmaj7 on the fth string, or the third of Bmaj7 on the fourth string. This will give you two more areas of the neck where you can outline these changes, which in turn allows you to cover the entire neck at any given time.  

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  Now that you have a handle on the 3rds and 7ths by themselves, you can add a third note to our chord above each grip. In this example, you will begin by adding the 9th to the Bmaj7 chord and the D7 chord. Notice how the 9th of D7 (E) is also the 6th of Gmaj7. The 9th of Bb7 (C) is the 6th of Ebmaj7. Even though you are using the same note over two di erent chords, the quality of that note changes when the thirds and sevenths change underneath it. So, you are now getting twice the mileage out of one note by keeping it as a common tone between the two chords. Players like Lenny Breau, Ted Greene, and Ed Bickert were masters at this technique of using common tones on top of 3rd and 7th voicings.  

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  Now you will start by adding the 6th to the Bmaj7 chord, and the 13th to the D7 chord. Instead of keeping this note for two chords as in the previous example, you will now voicelead the line down by whole steps through the progression. The 13th of D7 (B) leads down to the 9th of Gmaj7 (A) which then leads down to the 13th of Bb7 (G) before nally settling on the 9th (F) of Ebmaj7. Using a moving line on top of 3rd and 7th voicings gives your comping a sense of melody that is sometimes missing when you use other voicings such as drop 2 and drop 3 chords. This approach really helps when interacting with a soloist, as the moving line can feed ideas to the lead player and vice versa.  

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  In this next example, you will add a fourth note to the rst group of chords that will help give your voicings some added thickness. Notice how the upper line uses a mixture of leaps and steps to create a melodic idea throughout the phrase. The use of the C# on the Gmaj7 chord adds a Lydian avor to the chord that can be used to inspire our soloist to explore more tonal colors.  

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  In the nal example using 3rd and 7th voicings, you will add a fourth note to the second group of chords. This melodic line makes use of three #11 tones, over Bmaj7, D7, and Bb7. Again, this gives your comping a Lydian and Lydian dominant avor that can be used to color our chords and inspire your soloists to use di erent modes in their lines.  

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3 To 7 Triads

The next chord type that you will apply to the Coltrane Matrix is called the 3 to 7 triad. These are triads that are built o of the 3rd, 5th, and 7th of each chord. By playing triads o of the third of each chord, you can use a simple structure that you already know, in a new situation to create fresh and interesting comping patterns. Notice the types of triads for each chord: Maj7chords: the 3 to 7 triad is a minor chord. 7th chords: a diminished triad. m7 chords the 3 to 7 triad is major.   In this rst example, the chord progression is voice-lead beginning with a root position triad on the rst chord.  

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  In the next example, you will begin the comping pattern with a  rst inversion D# minor triad over the Bmaj7 chord.  

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  Lastly, you will begin the progression with the second inversion D# minor triad over the Bmaj7 chord.  

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  After you get these particular voicings under your ngers, try playing them on di erent string sets. And, if you want to sound really modern, try spreading them out over four strings with a skip between the rst and second, or second and third note of each triad.  

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