The Definition Of Love Andrew Marvell

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Andrew Marvell’s The Definition of Love stands as one of the most intellectually dazzling and emotionally resonant poems of the seventeenth century. In real terms, written with the precision of a geometric proof yet pulsing with the ache of human longing, the poem dissects a passion that is perfect precisely because it is impossible. For students and lovers of Metaphysical poetry, understanding this work requires navigating the intersection of Euclidean geometry, Neoplatonic philosophy, and the raw vulnerability of the human heart. This article explores the poem’s nuanced structure, its central conceits, and the enduring philosophical questions it raises about fate, perfection, and the nature of desire.

Worth pausing on this one.

The Poet and the Metaphysical Context

Before diving into the verses, it is essential to situate Andrew Marvell (1621–1678) within the Metaphysical tradition. Unlike the Romantic poets who would follow a century later, Marvell and his contemporaries—most notably John Donne—did not view intellect and emotion as opponents. Instead, they used conceits: extended, often startling metaphors drawn from science, law, geography, and mathematics to map the terrain of the soul.

The Definition of Love was likely written in the 1650s during Marvell’s tenure as a tutor at Nun Appleton, though it was not published until 1681, three years after his death, in Miscellaneous Poems. The poem reflects the Caroline era’s fascination with scientia—knowledge as a unified system. Here, love is not a chaotic force of nature but a theorem to be proven, a diagram to be drawn And it works..

Stanza-by-Stanza Analysis: The Architecture of Impossibility

The poem consists of eight quatrains written in iambic tetrameter with an alternating rhyme scheme (ABAB). Plus, this tight, musical structure mirrors the "steel" rigidity of the Fate the speaker describes. Let us trace the argument stanza by stanza Not complicated — just consistent. And it works..

The Parentage of Love (Stanzas 1–2)

My Love is of a birth as rare As ’tis for object strange and high; It was begotten by Despair Upon Impossibility.

The poem opens with a bold genealogical claim. Love is not born of Hope or Affection—the standard parents in conventional poetry—but of Despair and Impossibility. This immediate paradox sets the tone: the speaker’s love is "rare" because it has no future. In the second stanza, Hope is personified as a "feeble" winged creature (perhaps referencing the myth of Pandora’s box, where Hope remained trapped) that could never have flown high enough to reach this love. The speaker dismisses Hope not out of cynicism, but because the object of his affection is "strange and high"—transcendent, perhaps divine, or simply socially unattainable.

The Tyranny of Fate (Stanzas 3–4)

For Fate with jealous eye does see Two perfect loves, and lets them not Be joined; for their union would be The ruin of her power, I know.

Here enters the antagonist: Fate, figured as a jealous tyrant. The metaphysical logic sharpens: if two perfect loves were to unite, their perfection would render Fate obsolete. Also, fate maintains its authority only through separation and imperfection. The speaker claims a gnomic certainty ("I know") that their union would be a cosmic coup d'état And that's really what it comes down to..

And therefore her decrees of steel Us as the distant poles have placed, (Unless the heavens should fall, and all The world be crushed in one vast waste)

Fate’s tool is "decrees of steel"—an image of cold, industrial inevitability. The lovers are placed at the "distant poles," the North and South Pole, the maximum geometric distance on a sphere. Here's the thing — the parenthetical aside introduces the only condition for their meeting: a cataclysm, the "fall" of the heavens and the crushing of the world. Because of that, on a sphere, parallel lines (meridians) meet only at the poles, but these lovers are the poles. Day to day, this is not hyperbole for dramatic effect; it is a literal description of the physics of their situation. They meet only when the sphere is destroyed Easy to understand, harder to ignore..

The Geometric Conceit: Parallel Lines (Stanzas 5–6)

This is the poem’s most famous scientific metaphor, drawing directly on Euclidean geometry.

Unless the heavens should fall, and all The world be crushed in one vast waste; For as the lines, so loves, may well Be parallel, and never meet.

Though infinite, they never meet; Though infinite, they never meet. Unless the heavens should fall, and all The world be crushed in one vast waste.

(Note: The text above combines stanzas 5 and 6 for thematic continuity. Stanza 5 introduces the parallel lines; Stanza 6 elaborates on the "oblique" lines.)

For as the lines, so loves, may well Be parallel, and never meet; Though infinite, they never meet. Unless the heavens should fall...

But ours, so truly parallel, Though infinite, can never meet, Unless the heavens should fall...

Therefore the love which us doth bind, But Fate so enviously debars, Is the conjunction of the mind, And opposition of the stars.

Marvell distinguishes between two types of lines—and by extension, two types of love. On the flip side, 1. Day to day, Oblique lines: These cross once, briefly, then diverge forever. On the flip side, this represents ordinary, physical love—intense but fleeting, ending in separation. 2. Parallel lines: These stretch to infinity, perfectly aligned, perfectly equal, but never meeting.

The speaker claims his love is the latter: "truly parallel.And the final couplet of this section delivers the philosophical verdict: their love is a "conjunction of the mind, / And opposition of the stars. Think about it: " It is infinite in duration and intensity, yet geometrically forbidden from consummation. " It is a spiritual union (Neoplatonic) thwarted by physical astronomy (Ptolemaic/Copernican).

No fluff here — just what actually works.

The Scientific and Philosophical Underpinnings

To fully grasp the poem, one must understand the scientific literacy Marvell expects of his reader.

Euclidean Geometry as Theology

In the 17th century, geometry was not merely a branch of mathematics; it was the language of God’s creation. Euclid’s Elements defined parallel lines as lines in a plane that do not meet. Marvell uses this definition not as a cold fact, but as a tragic sentence. The perfection of the parallel lines—their equality, their infinite extension, their refusal to deviate—is exactly what prevents their union. Perfection prevents connection. This is a profound inversion of the Platonic ideal, where perfection implies wholeness. Here, perfection implies isolation.

The "Conjunction of the Mind" (Neoplatonism)

The phrase "conjunction of the mind" echoes Neoplatonic philosophy, particularly the concept of amor intellectualis found in Marsilio Ficino’s commentaries on Plato’s Symposium. In this view, the highest love is the soul’s ascent toward the Divine, bypassing the body entirely. Marvell’s speaker finds a strange solace in this: because the body (the stars/fate) forbids union, the mind achieves a purer, "truer" connection. It is a love defined by absence Easy to understand, harder to ignore..

The Magnet and the Pole (Physics)

The imagery of "distant poles" invokes the new science of magnetism (William Gilbert’s De Magnete, 1600).

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