The Returned Gaze

Dṛṣṭi, Darśana, Draṣṭṛ

Start with the dictionary, because the dictionary already contains the argument. Text Monier-Williams gives dṛṣṭi दृष्टि as seeing, the faculty of sight, the mind’s eye; then a view or theory; then the eye itself, a look, a glance; then the pupil of the eye; and then, without any change of tone, the aspect of the stars.^[30] The organ that sees and the thing a planet does to a house sit in one entry, a few lines apart. Mine I know of no one in the tradition who treated these as two words that happened to sound alike.

The medical sense is exact. Text When Suśruta describes the eye in the first chapter of his Uttaratantra he divides it into five concentric circles, maṇḍalas: the lashes, the lids, the white, the dark, and innermost the dṛṣṭi-maṇḍala, the pupil — the one part of the apparatus that actually sees.^[17] The ophthalmology that follows, the layered paṭalas and the diseases of timira, is built on that innermost circle. Mine So when a Jyotiṣī says that Śani casts his dṛṣṭi on the tenth, he is using, whether he remembers it or not, the word for the black centre of the eye.

The family of the word is larger than the word. Text Darśana दर्शन, from the same root, is seeing; then, in Monier-Williams’s columns, an audience, a meeting; then “the becoming visible or known, presence”; and then, famously, a system of philosophy, a way of seeing.^[31] The six darśanas are six ways of looking. And in the temple the word is what a devotee goes for: not to view the image but to have darśan of it, which Diana Eck, in the book that taught a generation of Western students the word, defines as standing in the presence of the deity “to see and to be seen by the deity.”^[36] The seeing runs both ways or it is not darśan at all. Draṣṭṛ, the seer, is Patañjali’s name for the self: tadā draṣṭuḥ svarūpe ’vasthānam, “then the seer abides in its own form,” is the third sūtra of the Yoga Sūtra.^[27] Mine It makes the self, at bottom, a thing that looks.

Two more words and the vocabulary is complete. Text Graha, the planet, is from √grah, to seize; the same word names Rāhu, and the seizing spirits of the medical texts, and the act of grasping in perception.^[32] And the science itself, Jyotiṣa, is called in the Pāṇinīya Śikṣā the eye of the Veda — jyotiṣām ayanaṃ cakṣuḥ, where metre is the feet, ritual the hands, etymology the ears — and, in the next verse, grammar the mouth.^[28] Mine A graha is a grasper, and its dṛṣṭi is how it grasps: by looking. A science named for the eye, whose planets are graspers, whose central verb is look. I do not think a tradition that chose its words this carefully chose them idly. It could have described what a planet does to a house as a ray, a pressure, a rulership. It described it as a gaze, and a gaze is a relation: you cannot look at nothing.

Jāmitra

Now the geometry, which is the part I love. The seventh house is the one directly opposite: six signs on, half a circle away, the far end of a line through the centre. Text Varāhamihira lists the names of the houses in his first chapter, and the seventh gets four: it is patnī, the wife, in the first list; dyūna in 1.16; jāmitra and asta, the diameter and the setting, in 1.18.^[2] Mantreśvara’s list is longer — jāmitra, cittottha, mada, asta, kāma, dyūna, adhvan, loka, pati, mārga, bhāryā: the diameter, what rises in the heart, passion, the setting, desire, the setting-place, the road, the world of people, the husband, the way, the wife.^[5]

Text One of those names is certainly not Sanskrit, and a second is usually taken not to be. Jāmitra is the Greek διάμετρον, diametron, the measure across — the diameter — carried into India with the rest of the horoscopic vocabulary in the early centuries of the common era and still sitting in the dictionaries with its origin marked.^[33][35] Dyūna is usually taken as the Greek δύνον, dynon, the setting, though the native lexica prefer a Sanskrit root, and I leave that one as “usually taken.” Either way the sense is the same and it is the sense of the drawing: the first house is where the sky rises, the eastern horizon; the seventh is where it sets, the western; and the line between them is the diameter of the wheel.

Geometry Because a diameter is a straight line, nothing has to be proved about this aspect. The three special looks each need a theorem — the angle at the centre is double the angle at the circumference, and so on — to say what shape they make.^[9] The seventh needs none: two points half a circle apart are the ends of a diameter, and a diameter is straight by construction. It is the only look in the system with no geometry to speak of, and it is the only look that goes out and comes back along the same relation: if I am at the far end of your diameter, you are at the far end of mine. The seventh of the seventh is the first, and no other count inverts itself that way.

The English name for two planets standing in each other’s seventh is opposition, a placing-against, which in English has come to mean adversaries; modern Jyotiṣa calls the same standing sama-saptama, “equal-seventh,” though I should say that the term is thin in the lexica and I have not found it in a classical verse.^[7] Mine The contrast still seems to me worth noticing. One tradition named the relation for the facing-off, the other for its evenness: sama, the same, even, equal, balanced^[34] — a word we will meet again in the clinic.

And the poets knew the house. Text When Kālidāsa brings Pārvatī to her wedding with Śiva, the greatest marriage in Sanskrit poetry, the first verse of the wedding canto fixes the day by two things: the Moon was waxing, and the tithi was jāmitra-guṇānvitā, “endowed with the virtue of the jāmitra” — the seventh house well disposed. Mallinātha, commenting, glosses the word without hesitation as lagnāt saptamaṃ sthānam, the seventh place from the ascendant.^[29]

Pūrṇimā

The sky demonstrates the mutual gaze once a month, and the tradition knew exactly what it was looking at. Text Varāhamihira opens the fourth chapter of the Bṛhat Saṃhitā, on the course of the Moon, with the physics: the Moon is always below the Sun; one half of her is lit by the Sun’s rays and the other half dark by her own shadow, “like a pot placed in the sun”; the Sun’s rays falling on the watery Moon drive off the darkness of the night as light from a mirror drives it from a room; and as she quits the Sun’s place she is lit from below and rises after him.^[10] Āryabhaṭa had said it half a century earlier in a single line: half of the globes of the earth, the planets and the stars is dark by their own shadow, and half, facing the Sun, is bright.^[12] A full Moon is a Moon whose whole lit half is turned toward us, which happens when she stands directly opposite the Sun — when the Sun and the Moon are in each other’s seventh.

Geometry The arithmetic of the face is simple. If ψ is the Moon’s elongation from the Sun, the fraction of her disc that is lit, as seen from the Earth, is (1 − cos ψ)/2 — nothing at ψ = 0, a half at the quarters, one at ψ = 180°.^[14] Lay that curve over the twelve houses counted from the Sun and set beside it the fraction of gaze the Sun casts on each of those houses by the graded rule, and the two pictures agree where it matters: both are nothing in the first house, both reach one at the seventh, and on the waning side they come down together — three quarters, a half, a quarter against the curve’s 0.85, 0.63 and 0.37. On the way up the rule is not even monotone: its fourth outweighs its fifth, and its sixth is empty where the Moon is all but full; and it sends nothing to the second or the twelfth where the curve sends a sliver. Mine I do not claim the rule was derived from the Moon. I claim only that when the tradition said every graha looks fully at the seventh, the sky was already showing it what a full look across the seventh looks like. Fullness is what mutual gaze does to a face.

Geometry At the instant of pūrṇimā the Moon’s longitude is the Sun’s plus 180°, so she is in the seventh sign from him and he in the seventh from her, whatever the signs; the Sun looks fully at the house she is in and she looks fully back. That is not an approximation; it is the definition of opposition applied to twelve equal signs. What is approximate is everything around the instant — an hour before or after, near a sign boundary, she may still be in the sixth or already in the eighth — and the honest chapter below says so.

Then there is the eclipse, and here the tradition is at its most interesting, because it holds two accounts at once and knows that it does. Text The first is the story. In the churning of the ocean an asura in a god’s shape drinks the nectar; the Sun and the Moon, who see him, point him out; Viṣṇu’s discus takes off his head, but the head has tasted immortality and cannot die, and from that day it pursues the two who saw it, and swallows them when it can — grasaty adyāpi caiva tau, “to this day it swallows those two.”^[15][16] The Bhāgavata tells the same story with the older name, Svarbhānu. I wrote about that churning at length last month; what I want from it here is one detail, that Rāhu’s grudge is against the two luminaries specifically for having seen him. The myth’s eclipse is revenge on a gaze.

Text The second account is the astronomy, and Varāhamihira gives it in the very next chapter after the Moon. He rehearses the story and the objections to it, and then states the cause: “In her own eclipse the Moon enters the earth’s shadow; in the Sun’s eclipse she enters the solar disc.” Five verses later, in the Sanskrit numbering, he closes the question — rāhur akāraṇam asminn ity uktaḥ śāstra-sadbhāvaḥ, “that Rāhu is not the cause here is the true sense of the śāstra” — and then, with a subtlety I admire more each time I read it, explains why the name stays: Brahmā granted the asura a share of the offerings at eclipse-time, so his presence is assumed then and he is honoured; and “in calculation, too, the Moon’s motion to the south and north is conventionally spoken of by that name.”^[11] That is precisely what Rāhu is in the ephemeris to this day: the ascending node, the point where the Moon’s path, tilted five degrees against the Sun’s, crosses it going north. The Sūrya Siddhānta says the same in its own idiom — the node called Rāhu deflects the Moon to the north or south of the ecliptic.^[13]

Geometry And that tilt is the whole of the matter. Because the Moon’s path is inclined, at most full Moons she passes above or below the earth’s shadow and stays bright; only when a node has come round to the anti-Sun point — when Rāhu or Ketu stands where the full Moon will stand — does she pass through the shadow. The full mutual gaze of Sun and Moon happens every month. It is interrupted only when one of the two grahas the rule gives no gaze to is standing on the line that joins them. Mine An eclipse is a relationship interrupted by the only party that cannot see. Varāhamihira would not have put it that way; but he is the one who both wrote the rule that leaves the nodes out of the looking and wrote the chapter that puts the node on the line, and I do not think the two halves of his mind were strangers.

The dial below turns the month by hand. Set it to the full Moon and the Sun’s gaze and the Moon’s gaze back are both drawn at full; walk her back to the first quarter and the Sun’s look drops to three quarters and the return to a quarter; then bring Rāhu round to the full-Moon point and watch the face go copper.

Jāyā-bhāva

What is in the seventh house? Parāśara, giving one verse to each house in his chapter on the houses, gives this one:^[4]

Mine Four of the five are relations — the spouse; the road, which is the place one meets strangers; trade, which is the place one meets the other party; and naṣṭa-vīkṣaṇa, the finding of what was lost, which I take as the house’s power to recover a connection that has been broken. The fifth, the death of one’s own body, is the seventh’s share in the māraka doctrine and I will not pursue it here, except to note that death, too, is a meeting with what is not oneself. Text The house is called jāyā-bhāva, the house of the wife, and the verb that governs the verse is nirīkṣayet, “one should look upon.” Nearly every verse of the chapter ends the same way, in a word of seeing — nirīkṣayet, paśyet, or the noun nirīkṣaṇam — and one, the fourth house’s, in a word of thinking, paricintayet. Parāśara’s chapter on the houses is written, with that one exception, in the vocabulary of seeing.

One small thing I cannot pass over. I have seen naṣṭa-vīkṣaṇa rendered in English as “loss of sight,” which I think is the weaker reading of an ambiguous compound: vīkṣaṇa is seeing, naṣṭa is what is lost, and the natural sense is the seeing of the lost — that is, its recovery. Mine That the one ambiguity in the seventh-house verse turns on the word for seeing seems to me a small joke the language is playing, and I record it as such.

Set Mantreśvara’s names beside Parāśara’s contents and the house has a single subject. Desire, passion, what rises in the heart; the road and the way; the world of people; the husband and the wife; the diameter; the setting. Mine Everything you meet that is not you. The first house is the self — tanu, the body, the rising — and the seventh is what faces the self across the whole width of the sky. It is the horizon the self is not standing on. And the rule says: whatever you are, you look at it fully, and it looks fully back.

What This Shows, and What It Does Not

I have made a chain of five links — a word, a rule, a geometry, a piece of sky, and a clinical principle — and I want to say which links are iron and which are silk.

The rule is iron. That every graha looks fully at its seventh, that the scale runs by quarters, that the seven receive the rule and the nodes are not mentioned in it — these are the texts, quoted above.^[1][3] One caution about the second of them: the Bṛhat Parāśara Horā Śāstra as we have it is a late compilation whose date and integrity are contested, so where I have paired it with Varāhamihira I have leaned on the older witness and used Parāśara for the plainness of his phrasing. The names of the house and their Greek ancestry are the lexica and Pingree.^[33][35] The arithmetic of the returned look is iron too, in the sense that it can be redone by anyone; but the arithmetic is mine — I have not found it in a text, and a reader should not cite it as the tradition’s; anyone can redo it with Fig. 4 and the wheel. The same goes for the Maṅgala–Śani exception, which I present as a fact about the rule, not as a doctrine; and for the observation that the unreturned stares belong to the two tamasic grahas, which is a reading.

The sky is iron in its physics and silk in its application. The lit fraction is (1 − cos ψ)/2 and the eclipse needs a node, and Varāhamihira knew the physics behind both.^[10][11][14] But I have not claimed, and do not believe, that the graded scale was derived from the Moon’s phases — only that the two pictures agree at the seventh, and that a tradition watching the sky had the picture in front of it. The exact ecliptic limits vary with the distances of the Sun and Moon; the dial uses round numbers. And at an hour’s remove from the instant of pūrṇimā the Moon can be in the sixth or eighth sign from the Sun, so “every full Moon is a sama-saptama” is true of the instant of fullness and approximate around it.

Sama-saptama itself is a modern working term with a thin paper trail, and I have been careful not to put it in Varāhamihira’s mouth.^[7] Whether the nodes cast a look is disputed, and I have taken the older side without pretending the dispute is settled.

And the last link is silk by design. That the seventh house’s unique symmetry explains why my teacher speaks as he does is not a claim I can support, and I have written “perhaps.” What I can support is weaker and, I think, more interesting: that the horoscope and the clinic, each on its own terms, put the relation before the thing — the look before the planet’s nature, the conjunction before the substance — and that they say so in the same words. The connection between them is not a derivation. It is a resemblance between two sciences that grew up together, and a resemblance is a kind of sameness — which is what the word sama names.