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sides 1
similar 4
similarly 1
simple 31
since 9
single 1
sins 1
Frequency    [«  »]
33 each
33 from
31 has
31 simple
30 its
28 so
27 being
Gottfried Wilhelm Leibniz
Monadology

IntraText - Concordances

simple

   Paragraph
1 1 | speak, is nothing but a simple substance, which enters 2 1 | enters into compounds. By ‘simple’ is meant ‘without parts.’ ( 3 2 | 2. And there must be simple substances, since there 4 2 | collection or aggregatum of simple things.~ 5 4 | conceivable way in which a simple substance can be destroyed 6 5 | conceivable way in which a simple substance can come into 7 8 | existing things. And if simple substances did not differ 8 8 | compound can come only from the simple elements it contains, and 9 12| nature and variety of the simple substances.~ 10 13| unite] or in that which is simple. For, as every natural change 11 13| unchanged; and consequently a simple substance must be affected 12 14| the unit [unite] or in the simple substance, is nothing but 13 16| experience of a multiplicity in simple substance, when we find 14 16| admit that the soul is a simple substance should admit this 15 17| perception. Thus it is in a simple substance, and not in a 16 17| changes) can be found in a simple substance. It is also in 17 17| the internal activities of simple substances can consist. ( 18 18| 18. All simple substances or created Monads 19 19| have explained, then all simple substances or created Monads 20 19| Entelechies should suffice for simple substances which have perception 21 21| follow that in this state the simple substance is without any 22 22| every present state of a simple substance is naturally a 23 30| being, of substance, of the simple and the compound, of the 24 33| resolving it into more simple ideas and truths, until 25 35| 35. In short, there are simple ideas, of which no definition 26 47| primary unity or original simple substance, of which all 27 51| 51. But in simple substances the influence 28 52| For God, comparing two simple substances, finds in each 29 56| to all, means that each simple substance has relations 30 57| of the infinite number of simple substances, it is as if 31 61| with [symbolisent avec] simple substances. For all is a


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