SAUNDARYA LAHARI
VERSE 4
THE SQUARE ROOT OF MINUS ONE
THE PRIMACY OF CAUSE OVER EFFECT (SATKARANAVADA)
PRIME POTENT POWER.
त्वदन्यः पाणिभया-मभयवरदो दैवतगणः
त्वमेका नैवासि प्रकटित-वरभीत्यभिनया ।
भयात् त्रातुं दातुं फलमपि च वांछासमधिकं
शरण्ये लोकानां तव हि चरणावेव निपुणौ
tvad anyah panibhyam abhaya varado daivata ganas-
tvam eka naivasi prakatita varabhity abhinaya
bhayat tratum datum phalam api ca vancha samadhikam
saranye lokanam tava hi caranav eva nipunau
Other arms than yours can confer protection or boon;
You alone do not act overtly, by gesture, the promises of refuge or boon
What is more, your feet, o sole refuge of the world of beings,
Are alone expert indeed in yielding boons more than asked for.
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This verse has its setting in the world of Hindu iconography. A visit to an Indian museum, such as the famous one in Madras which is filled with bronze figures and statues of divinities, would verify for the reader the intention of the author here; while a visit to some of the temples of South India would be even more convincing for those seriously interested in the study of such images. Each image is meant to tell you something. The votary generally looks at the image from a short distance outside the temple doors, while camphor bits are waved before the icon. When a man goes to the temple for worship, he has in his mind a prayer most dear to him at that moment, referring to one of the four sets of values reviewed in the previous verse, where the prayer for wisdom denoted the most superior aspirant. In the many temples of South India there are multitudes of believers who bow before such images, asking for favours from the variety of divine representations or presences. All prayers are bound to be answered, for the simple reason that it could not be otherwise. Humanity would not have continued to build so many houses of prayer the world over if experience had proved that all prayer amounted to nothing at all. Man has had many centuries to test such an experience. If God had been dead and ineffective, man would have removed God from his life long ago.
Even the Russian dictionary contains the word "God", which shows that, rightly or wrongly, faith in the efficacy of prayer still persists. Religion is a necessity for man, though not in the same sense as food. Other hungers also need satisfaction. Even if there were no God, we might have to create one and put him in place.
In this verse the author purposely brings into relief a pointed contrast involving a question that has an important and direct bearing on the philosophy of Advaita, especially that represented by Sankara. This point is, however, not one of doctrinal importance, but one that has to be understood in the methodology proper to Advaita philosophy. The question here is whether one has to give primacy to cause or to effect in the philosophical enquiry that would take one to the truth of the manifested world of appearance. Each manifestation has a cause lurking behind it which is not manifest. In our enquiry we can travel positively from effect to effect ad infinitum, which is the way of the Vaiseshikas (atomists) and others. But there is another way, distinguished as the via negativa, which depends upon the philosophical dictum omnis determinatio negatio (all specification is negation) of Spinoza.
This way of enquiry, which is an approach to truth by eliminating the extraneous, is recommended by the Upanishads and is there called neti-neti. By this method we arrive at the source of all manifestation at the negative limit, or Alpha Point, of the vertical axis. Otherwise, if we follow the positive way of giving primacy to effects rather than causes, we soon land ourselves in a world of plurality of effects in the visible world. We have, as Bergson puts it, to do violence to ourselves in the effort of philosophizing, and not only enter into the heart of the reality that we are examining, but sink to its point of origin by a process of eliminating the plurality of horizontal manifestations.
Translated into the language of iconography, this methodological principle is underlined by Sankara here in Verse 4. At the negative limit, marked by the feet of the goddess in this image-language, resides the origin or source where individual manifestations merge into unity. Mathematical structuralism, in the context of complex numbers, is familiar with this same idea when it puts the square root of minus one at the bottom of the vertical axis, as understood with the help of the Cartesian coordinates.
Thus, the Absolute Goddess is negativity; while there could be innumerable classes and sub-classes of divinities which could answer prayers or grant benefits in an endless variety of gestures or favours.
While at the numerator end the possibilities are located in the infinity of possible effects; when the locus is fixed in the denominator aspect, at the feet of the Goddess, we could think of the one and unique end result or benefit of Absolute Wisdom alone accruing to the votary, seeker or supplicant, to the exclusion of all other miscellaneous benefits that ordinary human beings might be interested in. Praying for particular favours is called upasana and, because the value implied therein is paltry and transient, the absolutist Vedantin, who is most whole-hearted, discountenances all such devotional conduct and prefers only to know the truth. Such are some of the methodological and doctrinal secrets which Sankara wants to insist upon in this verse.
The reference to "more-than-asked-for boon" in this verse may require some explanation. Ordinary prayer is answered according to the mechanistic law of action and reaction being equal and opposite, following an arithmetic form of justice of a "tooth for a tooth" order. On the other hand, when one says that if a man asks for your shirt, give your coat also, there is a generosity which is not arithmetical. The good Samaritan and the father of the prodigal son have a sense of generosity which is of a higher order than a merely quantitative justice. Bergson distinguishes between Natural Justice, with a capital letter, and the justice which is measured out quantitively between the two sides of a set of scales. Absolute Justice is natural and open-minded in its generosity. In the Bhagavad Gita, the Absolutist attitude has been compared to that of a gambler and follows the law of "partial stimulus: total response" It is in this sense that the "more-than-asked-for boon", given by the grace of a Goddess enjoying an absolutist standpoint, contrasts with relativistic items of benefit derived from lesser classes of divinities.
In the second line, it is understood that hand gestures are part of the stone language by which the icons communicate to the votary. Generally it is by gesture with one or more hands that the response from the side of the deity is conveyed to the devotee.
Such gestures are called mudras and the wisdom-gesture given by a Guru to a disciple is the highest of them. There are four well-known gestures, each given by one of Shiva's four hands. The varada, that of boon-giving or benediction, is one. The gesture of protection is called abhaya, in which the hand points at the foot to indicate that the devotee should surrender himself to the feet of the divinity for refuge. Another hand can carry a weapon, which is indicative of the anger or punishment involved. The fourth hand might carry a flame or some other symbolic item. Vishnu's four hands are distinguished by the conch, discus, mace and lotus. Subrahmanya is recognized by his lance, and Rama by his bow. The rosary and book belong to Saraswati, while Kali can have many arms and hands, as in Chamundi. Four monomarks, held by four hands in which are bow and arrow, noose and goad, belong to the structuralism of the Absolute Goddess portrayed here, as presented to us in Verse 7 and others, where this kind of language of hand-gestures in stone is referred to. The foot or the twin feet have primacy over all such numerator monomarks, where even bow, arrow, noose and goad could help us recognize numerator or hypostatic values. Existence has primacy over essence, at least for methodological requirements.
(A Cartesian coordinate system specifies each point uniquely in a plane by a pair of numerical coordinates, which are the signed distances from the point to two fixed perpendicular directed lines, measured in the same unit of length. Each reference line is called a coordinate axis or just axis of the system, and the point where they meet is its origin usually at ordered pair (0,0). ED.)
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ADDITIONAL COMMENTS WITH STRUCTURAL DIAGRAMS RELATED TO THIS VERSE FROM SAUNDARYA LAHARI/NOTES.
The subject of this verse is the Prime Potent Power or Pradhana.
This is no other than the Devi.
WORD FOR WORD
tvad anyah - other than yours
panibhyam - by hands
abhaya varado - which give protection or boon
daivata ganah - classes of divinities
tvam eka naivasi - you alone are not thus
prakatita varabhity abhinaya - in not acting overtly, by gesture, boon-granting or refuge
bhayat tratum - to save from fear
datum - to grant
phalam api ca vancha samadhikam - more than asked-for-boon
saranye lokanam - o refuge of the worlds
tava hi caranav eva nipunau - your feet alone are expert
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Here, there is a reference to the world of bronze figures of goddesses, with hands making many different gestures, each representing one of the deity's attributes - promising refuge or bestowing benefits.
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He is saying, "These hands are not Yours, o Devi, abolish them. You, o Devi, speak to me a different language, the language of Vedanta". (Not the language of dualistic religious worship. ED.) Think of all the possible gestures, boons or benefits from the gods on the Numerator side and abolish them.
![](data:image/jpeg;base64,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)
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The Devi's feet are at the bottom of the vertical axis - the square root of minus-one.
They are a place of refuge.
Here we have one cause, her feet, as against multiple effects
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Go to the negative side, the source of all things, at the feet of the Devi this is the way to salvation, the "more than asked-for boon".
It is the Denominator which saves; go to the Denominator cause, not to the Numerator effect.
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The Devi in this verse is the Prime Potent Power or Pradhana.
Her feet are compared to a lotus.
PRAKRITI = NATURE
Pradhana (prime potent power) is a term used by Samkhya philosophy and is referred to in Narayana Guru's Darsana Mala in the section called Maya Darsana, in Verse 1:
1. na'vidyate ya sa maya vidya'vidya para'para
tamah pradhanam prakrtirbahudha saiva bhasate
What is not real, that is Negation (Maya),
Which by itself, as by science-nescience,
Transcendence-immanence, darkness and prime potency
Of nature, in many forms looms.
Here Pradhana is translated as "Prime Potency of Nature".
Maya is the name for the Negative Absolute.
(An editorial note on Maya:
Maya is perhaps the most difficult concept to grasp in Sankara's Advaita Vedanta. Nataraja Guru often said that there is a paradox at the core of the Absolute, and the Advaitic view of Maya may indeed appear paradoxical.
In other schools of philosophy, and in common speech in India and elsewhere, Maya is dismissed as "illusion" and as an obstacle to enlightenment which is almost looked upon as morally bad.
A typical quotation: "Maya or Māyā: a term found in Pali and Sanskrit literature, has multiple meanings and can be translated to mean something of an "illusion" (or more accurately a "delusion"). (our underlining. ED)
The position of Advaita is much more subtle.
Some definitions of Maya in the Guru's writings:
"Maya is the principle of indeterminism."
"Whatever is postulated as the cause of the unreal, spoken of in the most generic of categorical terms in philosophy, as against theology, is to be laid at the door of Maya. It is the basis of duality or synergic antinomies. The nearest Western equivalent is the Negativität of Hegel's system."
"Maya is the universal category of error"
Perhaps the most difficult to grasp is what is stated in Verse 97 of the present work, the Saundarya Lahari, and its commentary:
Verse 97:
"As the Goddess of the Word, Veda-knowers speak of You as Brahma's wife
Lakshmi is Vishnu's wedded one,
and the Mountain Daughter is Shiva's consort;
Certain others as the unattainable and boundless fourth state refer to You;
While you remain as the great Maya, making the universe go round, as Queen of the Ultimate Absolute."
(Our underlining. ED)
The Goddess is here praised in several ways: as the consort of each of the three gods and as the fourth state of consciousness (turiya) which is defined in the Guru's writings as follows:
“Turiya, the fourth or deepest flux of consciousness, where subject and object merge in the Absolute that is within and without…”
"Turiya - Absolute Consciousness"
“Turiya, the fourth, which has fully absolutist status.”
“Turiya, completely absolute, beyond any relativity.
“What transparent awareness has, turiya consciousness that is.” (Narayana Guru)
Maya is equated to the Devi - the Negative Absolute - Universal Concrete Beauty.
Universal Concrete Beauty is better than an abstraction such as Turiya.
Maya, instead of being reviled as in other, dualistic and relativistic philosophies, in Advaita Vedanta is to be seen as "... the great Maya, making the universe go round, as Queen of the Ultimate Absolute."
See also the Kena Upanishad, as quoted at the bottom of the commentary to Verse 97, as indeed the entirety of that commentary.)
In Verse 1 of Maya Darsana, Narayana Guru itemises all the possible kinds of negative error (Maya): they are seven in number:
A pair called vidya-avidya (science-nescience):
(Or knowledge and ignorance in colloquial language. ED)
![](data:image/jpeg;base64,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)
Another pair called para-apara (transcendence-immanence).
Transendence: existence or experience beyond the normal or physical level.
Immanence means that the divine encompasses, or is manifested in, the material world.
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)
Three other items are included under Maya in Verse 1:
prakriti,
pradhana or prime potent power,
and tamas or darkness.
Tamas is one of the three gunas or modalities of nature, the dark or dull, also described as tragic or inert.
The Guru further defines the 1st item in the verse on Maya - Vidya - Science, as the error of knowledge, wrong judgement, logic etc.
The 2nd - Avidya - Nescience, is described as giving too much importance given to the immanent, nescience, ignorance.
3rd - Para
4th - Apara
5th - Tamas
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)
The 6th item - Pradhana - could be seen as the seed containing the oak-tree, where space is abolished
The 7th - Prakriti - is a centripetal force of becoming, it expands up the vertical axis.
The first 4 verses demonstrate the following principles:
Verse 1: Vertico-horizontal reciprocity. (Complementarity, compensation, cancellability)
Verse 2: Phenomenal functions of creation, subsistence and destruction fitted into context.
Verse 3: The four sectors of values with the corresponding types.
Verse 4: The square root of minus-one: the negative pole of the Devi's feet
(The square-root of minus-one is at the bottom of the structure at the negative pole of the vertical axis - it can be used interchangeably with the feet of the Devi, Pradhana, Prime Potent Power, Negativität etc, as a monomark in this verse. ED)
Sankara is not concerned with numerator values and boons, but with the bottom of the vertical axis, the square root of minus-one.
In Vedanta - negative ontology has primacy over positive teleology.
Karana is cause, Karya is effect; Vedanta goes from effects to cause.
"Ontological reality is at Your feet, not in Your hands".
Sankara is a Satkaranavadin, not a Satkaryavadin, that is, he is a believer in the reality of causes and not of effects.
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)
Another version:
TRANSLATION
other than yours
by hands
conferring refuge and boons
the whole ensemble of divinities (demiurges)
you alone are not like that
(hand gestures are not important to the Devi, her feet will do.)
exhibiting dramatic action of (conferring) boon or refuge
to save from fear
to confer benefit
as also to confer favours in surplus to what has been prayed for
of all possible worlds, o the sole refuge
yours indeed, the (pair of) feet are expert in
(put your faith in the feet, the square root of minus-one;
not in the hands of numerator gods.)
In Vedanta, we go from the multiplicity of effects, which are horizontal, to the cause which is vertical.
This is a fundamental aspect of Vedanta: go from effect to cause.
This is Vedantic methodology: causes before effects - Satkaranavada, as opposed to Satkaryavada
The Advaita Vedanta of Sankara is based on the method of reasoning where one travels from effects, which are pluralistic and positive, to a common subjective cause in terms of one's own self-consciousness.
Theologically understood, the divinities in any religion, Greek or Hindu, are recognised by their functional or operational overt positive values, which have hedonistic, pluralistic or essentially hypostatic significance.
These enter positively or negatively as protection or benefits of worship, devotion or contemplation.
One is granted what one prays for.
As the Absolute Value comprehends all varied flavours or essences, conceptually understood through various scriptures of the world, and inclusively covers them all, it is but right to think of it, the Absolute Value, as the seed at the bottom of a vertical parameter of reference. At this negative vertical point, ontological richness prevails to a maximum degree of intensity at the core of a really-experienced sub-consciousness, which is not merely verbose predicative representation.
The elimination of positive effects by way of giving primacy to cause is the negative way of arriving at, or attaining, the Absolute, which could otherwise be empty of all real content.
The universal concrete attains reality in the most scientific form where the duality of physics is effaced and its paradox vanishes, melted or absorbed into the totality of the homogeneous matrix of the Absolute.
The present series of verses presupposes a slightly negatively-tilted perspective, as is proper to Vedantic methodology.
.
WORD NOTES
Those terms or expressions in the verse such as "other arms", "sole refuge", "worlds of all beings" are meant to underline the contrast between the relative and the absolute, and combine such opposites as boons and protection from fear.
The words "alone", "unique" and "overt" have also to be noted. Absolute generosity is reflected in the words "more than asked for boon".
The ambivalence or dichotomous implications based on antinomian principles, the ramified sets and double assertion are all to be recognised in the pluralistic gods under reference, and in "what is more", respectively.
Metalinguistic poetry tallies here with protolinguistic structural imagery.
![](data:image/jpeg;base64,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)
STRUCTURAL ANALYSIS
Theological divinities are many. They can protect votaries and confer boons in various pluralistic, relativistic or hedonistic contexts known to non-Vedantic or dualistic scripture.
This involves representing the non-dual Absolute Value that has rich ontological value, but only negligible teleological or hypostatic significance in Vedanta.
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While the range of the ramified sets of gods or demigods, which are numerous, can grant hedonistic, relativistic or pluralistic benefits or security, at the bottom of the vertical parameter of all values, rich ontology of real or universally concrete values comprise and comprehend all the miscellaneous and conceptual values of the hypostatic or axiological intentionalities and expectations.
It is at the existent level that all essences merge into a unique value-factor.
As in the case of atomic structure, the neutrino or neutron is richer in negative content than the electron particle.
Indigence prevails on the plus side.
Innate subjectivism on the negative side is more important than analytic or positive objectivism on the positive side.
Sankara gives value to the Absolute through beauty-content.
Concrete Beauty is female
The male is abstraction.
Sankara disregards the branches - he goes to the root.
The root is the Universal Concrete - the source of all causes.
The feet of the Goddess are more important than the hands with all their mudras (gestures).