VI. Theory of Knowledge Free of Assumptions and Fichte's Science of Knowledge

GA 3/l06/p005 · RSPI1963 LowLow alignmentMost translators re-paragraphed Steiner substantially. The locus identifies the same chapter or section, but paragraph-N to paragraph-N mapping is loose. For exact-quotation precision, compare with the German.

On the basis of Kant's synthesis of “transcendental apperception”[^7] Fichte came to the conclusion that the activity of the I consists entirely in combining the material of experience into the form of judgment. To judge means to combine predicate with subject. This is stated purely formally in the expression: a == a. This proposition could not be made if the unknown factor x which unites the two a's did not rest on an absolute ability of the I, to postulate. For the proposition does not mean a exists, but rather: if a exists, then so does a. In other words there is no question of postulating a absolutely. In order, therefore, to arrive at something which is valid in a quite straightforward way, the only possibility is to declare the act of postulating as such to be absolute. Therefore, while a is conditional the postulation of a is itself unconditional. This postulation, however, is a deed of the I. To the I is ascribed the absolute and unconditional ability to postulate. In the proposition a == a, one a is postulated only because the other a is already postulated, and indeed is postulated by the I. “If a is postulated in the I, then it is postulated, or then it is.”[^8] This connection is possible only on condition that there exists in the I something which is always constant, something that leads over from one a to the other. The above mentioned x is based on this constant element. The I which postulates the one a is the same as the I which postulates the other a. This means that I == I. This proposition expressed in the form of a judgment: If the I exists, then the I exists, is meaningless. The I is not postulated by presupposing another I; it presupposes itself. This means: the I simply is, absolutely and unconditionally. The hypothetical form of a judgment, which is the form of all judgments, when an absolute I is not presupposed, here is transformed into a principle of absolute existence: I simply am. Fichte also expresses this as follows: “The I originally and absolutely postulates its own being.”[^9] This whole deduction of Fichte's is clearly nothing but a kind of pedagogical discussion, the aim of which is to guide his reader to the point where knowledge of the unconditional activity of the I dawns in him. His aim is to bring the activity of the I emphatically home to the reader, for without this activity there is no I.

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Cite: GA 3/l06/p005 · edition RSPI1963