Vox
Giant Steps achieves its extreme difficulty by chaining standard resolutions across three equidistant tonal centers at breakneck speed, forcing improvisers to translate between unrelated musical systems every two beats.
AI-assisted summary of The most feared song in jazz, explained — original source. Check the original for full context.
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Key ideas
- John Coltrane's 1959 composition 'Giant Steps' introduced the 'Coltrane Changes,' an unconventional harmonic system that rapidly cycles through three keys separated by major thirds at nearly 300 beats per minute. (0:03)
- The track's legendary difficulty was captured directly on the master recording, where pianist Tommy Flanagan, sight-reading the freshly written charts without prior practice, audibly struggled to navigate the shifting harmonies. (0:03)
- The composition's harmonic framework maps onto the circle of fifths as an equilateral triangle (B, G, and E♭ major), dividing the 12-tone chromatic scale into three mathematically equal and distant tonal centers. (8:05)
- Despite its disorienting speed and disparate key centers, 'Giant Steps' remains grounded in Western acoustic physics by linking each modulation with standard V–I and ii–V–I tension-and-resolution cadences. (4:40)
Detailed notes
## Background Published by Vox on YouTube on November 12, 2018, as part of the Earworm series hosted by Estelle Caswell, this video explores the musical complexity behind John Coltrane's 1959 jazz track "Giant Steps." According to the video description, the composition is widely feared as one of the hardest tunes to improvise over due to its extreme tempo and cycling through three keys, prompting a music theory crash course featuring saxophonist Braxton Cook and bassist Adam Neely.
## TL;DR John Coltrane's 1959 recording of "Giant Steps" remains an intimidating rite of passage in jazz, famously immortalized by pianist Tommy Flanagan's struggle to keep up on the unedited master take. The breakdown demonstrates how Coltrane took the traditional ii-V-I jazz cadence—rooted in acoustic overtones and the circle of fifths—and applied it across an equilateral triangle of three distant key centers: B, G, and E♭ major. Moving through chords every two beats at nearly 300 beats per minute, the progression forces soloists to rapidly switch musical "languages" without losing melodic coherence. By anchoring these disorienting harmonic leaps with familiar V-I resolutions, Coltrane created a virtuosic puzzle that continues to serve as the ultimate technical benchmark for improvisers.
## Atmosphere & style The presentation carries an energetic, puzzle-solving momentum that transforms intimidating harmonic theory into an accessible and entertaining musical investigation. Estelle Caswell's curious narration is balanced by Adam Neely's articulate, academic breakdowns and Braxton Cook's empathetic, humorous performer perspective as he reflects on the sheer terror of surviving the changes. Blending clean visual graphics and acoustic demonstrations with accessible pop culture comparisons, the video captures both the dizzying cerebral mechanics of Coltrane’s design and the visceral panic of trying to play it at full speed.
## Bulletin - [00:03](https://www.youtube.com/watch?v=62tIvfP9A2w&t=3s) John Coltrane's 1959 composition 'Giant Steps' introduced the 'Coltrane Changes,' an unconventional harmonic system that rapidly cycles through three keys separated by major thirds at nearly 300 beats per minute. - [00:03](https://www.youtube.com/watch?v=62tIvfP9A2w&t=3s) The track's legendary difficulty was captured directly on the master recording, where pianist Tommy Flanagan, sight-reading the freshly written charts without prior practice, audibly struggled to navigate the shifting harmonies. - [08:05](https://www.youtube.com/watch?v=62tIvfP9A2w&t=485s) The composition's harmonic framework maps onto the circle of fifths as an equilateral triangle (B, G, and E♭ major), dividing the 12-tone chromatic scale into three mathematically equal and distant tonal centers. - [04:40](https://www.youtube.com/watch?v=62tIvfP9A2w&t=280s) Despite its disorienting speed and disparate key centers, 'Giant Steps' remains grounded in Western acoustic physics by linking each modulation with standard V–I and ii–V–I tension-and-resolution cadences.
## Key takeaways - [00:03](https://www.youtube.com/watch?v=62tIvfP9A2w&t=3s) Released in 1959, John Coltrane's 'Giant Steps' established a complex harmonic progression that became an undisputed rite of passage for jazz improvisers. - [00:03](https://www.youtube.com/watch?v=62tIvfP9A2w&t=3s) Tommy Flanagan's halting piano solo on the master take immortalized the song's difficulty, contrasting sharply with Coltrane's fluid re-entry after months of practicing the changes. - [02:35](https://www.youtube.com/watch?v=62tIvfP9A2w&t=155s) The circle of fifths organizes the chromatic scale into intervals of five scale steps, creating an arrangement that feels naturally balanced and resonant across the keyboard. - [02:35](https://www.youtube.com/watch?v=62tIvfP9A2w&t=155s) Acoustic science explains the resonance of the fifth: in the harmonic overtone series, the musical fifth is the third loudest frequency produced when a fundamental note vibrates. - [04:40](https://www.youtube.com/watch?v=62tIvfP9A2w&t=280s) Western harmony relies on the fifth scale degree (dominant) to generate tension that seeks resolution back to the root (tonic) home chord. - [04:40](https://www.youtube.com/watch?v=62tIvfP9A2w&t=280s) The ii–V–I progression functions as the foundational backbone of standard jazz harmony, providing a familiar cycle of tension and release. - [04:40](https://www.youtube.com/watch?v=62tIvfP9A2w&t=280s) Coltrane did not abandon traditional cadences; he retained V–I movements while continually redirecting their target tonal centers across multiple keys. - [05:54](https://www.youtube.com/watch?v=62tIvfP9A2w&t=354s) Harmonic relationships mirror linguistic fluency: neighboring keys share common notes like closely related dialects, while distant keys on the circle share almost no common notes. - [05:54](https://www.youtube.com/watch?v=62tIvfP9A2w&t=354s) Coltrane spent the late 1950s filling notebooks with geometric studies of the circle of fifths, pushing harmonic modulation to mathematical extremes. - [08:05](https://www.youtube.com/watch?v=62tIvfP9A2w&t=485s) The tonal centers of 'Giant Steps'—B major, G major, and E♭ major—divide the octave by major thirds, forming an equilateral triangle of harmonically distant keys. - [08:05](https://www.youtube.com/watch?v=62tIvfP9A2w&t=485s) Soloing over 'Giant Steps' requires rapid cognitive switching, as chords change every two beats at an explosive tempo of nearly 300 beats per minute. - [08:05](https://www.youtube.com/watch?v=62tIvfP9A2w&t=485s) The central musical paradox of the piece is that disorienting modulations are made coherent by continually resolving into the most stable cadence in music.
## Detailed walkthrough ### [00:03](https://www.youtube.com/watch?v=62tIvfP9A2w&t=3s) The Rite of Passage and Tommy Flanagan's Struggle
Released in 1959, John Coltrane’s *Giant Steps* stands as one of the most revered and foundational albums in jazz history, cementing Coltrane as a legendary saxophonist and composer. Its title track introduces a rapid, unconventional set of chord changes that Coltrane not only pioneered on this record but later mapped onto standard jazz repertoire. Known within the jazz community as the "Coltrane Changes," mastering the ability to solo over these shifting harmonies has become an undisputed rite of passage for aspiring musicians. For casual listeners and those without formal music theory training, however, the daunting complexity of the tune is not immediately obvious just from listening. To deconstruct the mechanics behind the composition, host Estelle Caswell enlists two musicians: saxophonist Braxton Cook and bassist and music theorist Adam Neely.
The sheer difficulty of the song is immortalized right on the original master take during the piano solo of Tommy Flanagan. Coltrane had arrived at the studio with the complex charts freshly written and immediately called the tune at a blistering tempo. While Coltrane had spent months developing and practicing the changes, Flanagan was reading through them with little preparation. On the recording, Flanagan's playing visibly hesitates; his solo becomes halting and tentative as he struggles to outline the chords passing by at breakneck speed. As Braxton Cook puts it: “And Tommy Flanagan's just holding on for dear life.” The contrast becomes stark when Flanagan abruptly drops out and Coltrane re-enters, tearing through the changes at lightning speed without a moment's hesitation. Reflecting on Flanagan's unenviable studio predicament, Braxton Cook laughs: “And then it goes down as like one of the most legendary recordings of all time. That’s messed up. I’d want another shot. I’d be like bro, don’t put that recording out.”
- **Release Year**: 1959 - **Personnel Featured in the Discussion**: John Coltrane (tenor saxophone, composer), Tommy Flanagan (piano) - **Key Terminology**: The Coltrane Changes (the specific cyclical chord progression introduced on the track)
---
[02:35](https://www.youtube.com/watch?v=62tIvfP9A2w&t=155s) The Circle of Fifths and the Physics of Overtones
To demystify why even a world-class pianist struggled on the track, the breakdown turns to foundational music theory, starting with the circle of fifths. Often compared to an artist's color wheel, the circle arranges all twelve notes of the chromatic scale not by their step-by-step pitch order, but by intervals of a musical fifth (such as counting five scale degrees from C up to G: C, D, E, F, G). Progressing note-by-note around the entire circle spans the complete keyboard from the lowest C to the highest C, producing a sequence that feels naturally balanced and resonant to the human ear rather than chaotic.
The acoustic foundation for why the fifth sounds so satisfying lies in the physical properties of sound waves and the harmonic overtone series. Whenever a fundamental pitch is sung or played on an instrument, additional acoustic frequencies vibrate simultaneously alongside it. Playing a low C produces the fundamental pitch as the loudest tone, followed closely by a second C an octave higher. The third loudest frequency produced naturally by the vibrating air is a G—an exact musical fifth above the tonic. In a historic 1973 Harvard lecture, conductor and composer Leonard Bernstein demonstrated this phenomenon on a grand piano, striking a deep fundamental note and letting the subtle, ringing overtone of the fifth chime out clearly across the hall. Explaining this acoustic reality, Adam Neely observes: “These overtones are kind of like subliminal tones that you're hearing alongside a regular note.”
```mermaid flowchart TD accTitle: The Harmonic Overtone Series for C accDescr: Diagram showing the fundamental C tone and its primary acoustic overtones.
subgraph OvertoneSeries["Acoustic Resonance of Pitch C"] F0["Fundamental: C (Lowest Pitch)"] O1["Second Loudest: C (1 Octave Above)"] O2["Third Loudest: G (Perfect 5th Above C)"]
F0 --> O1 O1 --> O2 end ```
- **Core Musical Concept**: Circle of Fifths (twelve pitches organized by intervals of five scale steps) - **Acoustic Principle**: Harmonic overtone series (the third most prominent acoustic tone generated by a fundamental note is its fifth) - **Historical Demonstration**: Leonard Bernstein’s 1973 Norton Lectures at Harvard University
---
[04:40](https://www.youtube.com/watch?v=62tIvfP9A2w&t=280s) Tension, Resolution, and the Jazz 2-5-1
Because of the physical pull between the fifth and the root note, Western harmony relies heavily on the fifth scale degree to create dramatic momentum that resolves back to the home chord. In the key of C major, a G major chord acts as the "5" (dominant) chord, creating harmonic expectation. When G resolves into C, it releases that musical pressure. Adam Neely explains this dynamic: “And if you’re thinking about what the G chord represents, it represents kind of tension. You want this to resolve.” That resolution provides an unmistakable feeling of finality and arrival.
This five-to-one (V-I) cadence forms the foundation of jazz's primary engine: the ii-V-I (two-five-one) progression. In C major, this sequence moves from D minor to G dominant, resolving cleanly to C major. As Braxton Cook summarizes: “The 2-5-1 essentially is like the backbone of most jazz music.” Coltrane did not abandon this standard cadence on "Giant Steps"; in fact, the composition is packed with V-I and ii-V-I movements. The critical complication that destabilized Flanagan is that Coltrane did not keep the piece anchored in a single tonal center. Instead, he engineered the piece across three distinct key centers, rapidly cycling between them like a musical M.C. Escher staircase.
- **Fundamental Jazz Cadence**: ii–V–I (e.g., Dm7 – G7 – Cmaj7 in the key of C) - **Harmonic Function**: Tension built on the V (dominant) resolving to stability on the I (tonic) - **Coltrane's Twist**: Retaining standard V-I resolutions while continually changing the target key centers
---
[05:54](https://www.youtube.com/watch?v=62tIvfP9A2w&t=354s) Key Centers as Languages and Coltrane's Triangle
Each step around the circle of fifths represents a possible key center. Adjacent keys share nearly all the same notes; for instance, C major and G major differ by only one sharp (F♯). To explain how the human brain processes these relationships during improvisation, Adam Neely offers a linguistic metaphor: “So the way that I like to think about keys is kind of like languages that you have to learn as a jazz improviser.” In this analogy, closely related keys like C and G are like Spanish and Portuguese—mutually intelligible dialects where musical phrases translate smoothly. Conversely, opposite keys on the circle, like C and B, share almost no notes and resemble Spanish and Japanese; attempting to play lines from one over the other results in immediate, jarring dissonance.
While conventional pop tracks remain firmly anchored inside one key—such as Carly Rae Jepsen’s "Cut to the Feeling" residing entirely in A major—some pop arrangements deploy key changes for heightened emotional impact. A prime example is Beyoncé’s "Love on Top," which transposes its chorus upward four separate times. Each leap moves to a distant position on the circle of fifths, establishing an elevated, unexpected sense of home. Coltrane spent the late 1950s filling notebooks with geometric studies of the circle of fifths, seeking to push harmonic modulation to its mathematical limit. Braxton Cook notes the historic significance of this ambition: “I think what makes Giant Steps really special is that it really just, it just documented an artist doing something super unique, super stylistic, and virtuosic at the same time.”
```mermaid flowchart TD accTitle: Coltrane Changes Key Centers accDescr: The three equidistant key centers of Giant Steps separated by major thirds.
subgraph ColtraneTriangle["The Equilateral Triangle of Giant Steps"] direction TB B["Key Center 1: B Major"] G["Key Center 2: G Major"] Eb["Key Center 3: E♭ Major"]
B -->|"Major 3rd Down"| G G -->|"Major 3rd Down"| Eb Eb -->|"Major 3rd Down"| B end ```
- **Pop Comparison**: Carly Rae Jepsen’s “Cut to the Feeling” (static A major) vs. Beyoncé’s “Love on Top” (four successive modulations around distant keys) - **Linguistic Analogy**: Close keys on the circle = Spanish and Portuguese; distant keys = Spanish and Japanese - **Mathematical Structure**: Dividing the 12-tone octave into three equal parts (major thirds apart: B, G, and E♭)
---
[08:05](https://www.youtube.com/watch?v=62tIvfP9A2w&t=485s) Navigating Giant Steps at 300 BPM
When the opening sixteen bars of "Giant Steps" are plotted against the circle of fifths, the key centers do not move gradually between neighbors. Instead, the progression bounces between three keys—B major, G major, and E♭ major—which sit separated by major thirds (four semitones). Because three major thirds divide the twelve-tone octave into three equal pieces, charting them on the circle forms an equilateral triangle whose points are as geometrically and harmonically distant from one another as possible. Adam Neely illustrates the mental challenge of soloing over this framework: “Giant Steps is kind of like you're shifting from Spanish to Arabic to Japanese very quickly.”
The speed intensifies the difficulty: the chords shift every two beats at an explosive tempo approaching 300 beats per minute. A soloist cannot simply repeat pre-learned patterns or toss out isolated vocabulary words; they must formulate coherent, expressive musical ideas in one tonal system and instantly pivot to the next. Coltrane ties these disparate keys together by prefacing each arrival with a traditional V-I cadence. This anchors the dizzying modulation with familiar harmonic gravity, creating the musical illusion of being perpetually turned upside-down while landing securely on one's feet.
Today, running the Coltrane Changes across all twelve keys has become a universal benchmark of technical mastery for jazz musicians. Neely notes the song's lasting legacy: “Now, generations of jazz musicians are approaching Giant Steps as the sort of pinnacle of improvisation.” Caswell suggests that mastering the changes is akin to being a seasoned cab driver who knows every obscure back alley in the city rather than sticking to a single highway. Concurring with the metaphor, Braxton Cook reflects that while discovering those harmonic detours is thrilling, the heart of the music never loses its connection to human ears: “But ultimately I still think the music boils down to 5 1. People want to come back home.”
- **Tempo**: Nearly 300 beats per minute (BPM) - **Harmonic Rhythm**: Chord changes occurring every two beats - **Tonal Centers**: B major, G major, E♭ major (equilateral triangle on the circle of fifths) - **Core Musical Paradox**: Disorienting, high-speed multi-key modulations glued together by the most comforting cadence in music (V–I)
## Notable quotes > [08:05](https://www.youtube.com/watch?v=62tIvfP9A2w&t=485s) Giant Steps is kind of like you're shifting from Spanish to Arabic to Japanese very quickly. — Adam Neely
> [04:40](https://www.youtube.com/watch?v=62tIvfP9A2w&t=280s) The 2-5-1 essentially is like the backbone of most jazz music. — Braxton Cook
> [08:05](https://www.youtube.com/watch?v=62tIvfP9A2w&t=485s) Generations of jazz musicians are approaching Giant Steps as the sort of pinnacle of improvisation. — Adam Neely
## Mentioned John Coltrane, Tommy Flanagan, Braxton Cook, Adam Neely, Estelle Caswell, Leonard Bernstein, Carly Rae Jepsen, Beyoncé, Giant Steps, Love on Top, Cut to the Feeling, Vox Earworm, Harvard University
## Video description Making sense of John Coltrane's "Giant Steps."
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John Coltrane, one of jazz history’s most revered saxophonists, released “Giant Steps” in 1959. It’s known across the jazz world as one of the most challenging compositions to improvise over for two reasons - it’s fast and it’s in three keys. Braxton Cook and Adam Neely give me a crash course in music theory to help me understand this notoriously difficult song, and I’m bringing you along for the ride. Even if you don’t understand a lick of music theory, you’ll likely walk away with an appreciation for this musical puzzle.
Braxton Cook: https://www.braxtoncook.com/ Adam Neely: https://www.youtube.com/adamneely
Note: The headline for this video has been updated since publishing. Previous headline: Jazz Deconstructed: John Coltrane's "Giant Steps"
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[Source](https://www.youtube.com/watch?v=62tIvfP9A2w)