The Ethics - Benedict de Spinoza - E-Book

The Ethics E-Book

Benedict De Spinoza

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Beschreibung

"Ethics, Demonstrated in Geometrical Order (Latin: Ethica, ordine geometrico demonstrata), usually known as "The Ethics", is a philosophical treatise written by Benedict de Spinoza. It was written between 1664 and 1665 and was first published in 1677.Benedict de Spinoza was a Dutch philosopher of Sephardi/Portuguese origin.Translated by R. H. M. Elwes.

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Benedict de Spinoza

The Ethics

Ethica Ordine Geometrico Demonstrata

The sky is the limit

ISBN: 9788893456166
This ebook was created with StreetLib Writehttp://write.streetlib.com

Table of contents

PART I. CONCERNING GOD.

Part II. ON THE NATURE AND ORIGIN OF THE MIND

PART III. ON THE ORIGIN AND NATURE OF THE EMOTIONS

PART IV: Of Human Bondage, or the Strength of the Emotions

PART V: Of the Power of the Understanding, or of Human Freedom

PART I. CONCERNING GOD.

DEFINITIONS.
I. By that which is self-caused, I mean that of which the essence involves existence, or that of which the nature is only conceivable as existent.
II. A thing is called finite after its kind, when it can be limited by another thing of the same nature; for instance, a body is called finite because we always conceive another greater body. So, also, a thought is limited by another thought, but a body is not limited by thought, nor a thought by body.
III. By substance, I mean that which is in itself, and is conceived through itself: in other words, that of which a conception can be formed independently of any other conception.
IV. By attribute, I mean that which the intellect perceives as constituting the essence of substance.
V. By mode, I mean the modifications of substance, or that which exists in, and is conceived through, something other than itself.
VI. By God, I mean a being absolutely infinite-that is, a substance consisting in infinite attributes, of which each expresses eternal and infinite essentiality.
Explanation—I say absolutely infinite, not infinite after its kind: for, of a thing infinite only after its kind, infinite attributes may be denied; but that which is absolutely infinite, contains in its essence whatever expresses reality, and involves no negation.
VII. That thing is called free, which exists solely by the necessity of its own nature, and of which the action is determined by itself alone. On the other hand, that thing is necessary, or rather constrained, which is determined by something external to itself to a fixed and definite method of existence or action.
VIII. By eternity, I mean existence itself, in so far as it is conceived necessarily to follow solely from the definition of that which is eternal.
Explanation—Existence of this kind is conceived as an eternal truth, like the essence of a thing, and, therefore, cannot be explained by means of continuance or time, though continuance may be conceived without a beginning or end.
AXIOMS.
I. Everything which exists, exists either in itself or in something else.
II. That which cannot be conceived through anything else must be conceived through itself.
III. From a given definite cause an effect necessarily follows; and, on the other hand, if no definite cause be granted, it is impossible that an effect can follow.
IV. The knowledge of an effect depends on and involves the knowledge of a cause.
V. Things which have nothing in common cannot be understood, the one by means of the other; the conception of one does not involve the conception of the other.
VI. A true idea must correspond with its ideate or object.
VII. If a thing can be conceived as non-existing, its essence does not involve existence.
PROPOSITIONS.
PROP. I. Substance is by nature prior to its modifications.
Proof.—This is clear from Deff. iii. and v.
PROP. II. Two substances, whose attributes are different, have nothing in common.
Proof.—Also evident from Def. iii. For each must exist in itself, and be conceived through itself; in other words, the conception of one does not imply the conception of the other.

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Lesen Sie weiter in der vollständigen Ausgabe!

Lesen Sie weiter in der vollständigen Ausgabe!

Lesen Sie weiter in der vollständigen Ausgabe!