— geometor • euclid

But that, as the triangle LOC is to the triangle RVF, so is the prism in which the triangle LOC is the base and PMN its opposite to the prism in which the triangle RVF is the base and STU its opposite, we must prove as follows.

Commentary on Proposition XIII.4

Back to Proposition XIII.4.

Commentary on Proposition I.5

Back to Proposition I.5.

Commentary on Proposition II.5

Back to Proposition II.5.

Commentary on Proposition III.5

Back to Proposition III.5.

Commentary on Proposition IV.5

Back to Proposition IV.5.

Commentary on Proposition IX.5

Back to Proposition IX.5.

Commentary on Proposition V.5

Back to Proposition V.5.

Commentary on Proposition VI.5

Back to Proposition VI.5.

Commentary on Proposition VII.5

Back to Proposition VII.5.

Commentary on Proposition VIII.5

Back to Proposition VIII.5.

Commentary on Proposition X.5

Back to Proposition X.5.

Commentary on Proposition XI.5

Back to Proposition XI.5.

Commentary on Proposition XII.5

If a pyramid be cut by a plane parallel to the base, (a) the lateral edges and the height will be cut in the same proportion, (b) the section by the plane will be a polygon similar to the base.

Commentary on Proposition XIII.5

Back to Proposition XIII.5.

Commentary on Proposition I.6

Back to Proposition I.6.

Commentary on Proposition II.6

Back to Proposition II.6.

Commentary on Proposition III.6

Back to Proposition III.6.

Commentary on Proposition IV.6

Back to Proposition IV.6.

Commentary on Proposition IX.6

Back to Proposition IX.6.

Commentary on Proposition V.6

Back to Proposition V.6.

Commentary on Proposition VII.6

Back to Proposition VII.6.

Commentary on Proposition VIII.6

Back to Proposition VIII.6.

Commentary on Proposition X.6

Back to Proposition X.6.

Commentary on Proposition XI.6

Back to Proposition XI.6.

Commentary on Proposition XII.6

Back to Proposition XII.6.

Commentary on Proposition XIII.6

Back to Proposition XIII.6.

Commentary on Proposition I.7

Back to Proposition I.7.

Commentary on Proposition II.7

Back to Proposition II.7.

Commentary on Proposition III.7

Back to Proposition III.7.

Commentary on Proposition IV.7

Back to Proposition IV.7.

Commentary on Proposition IX.7

Back to Proposition IX.7.

Commentary on Proposition V.7

Back to Proposition V.7.

Commentary on Proposition VI.7

Back to Proposition VI.7.

Commentary on Proposition VII.7

Back to Proposition VII.7.

Commentary on Proposition VIII.7

Back to Proposition VIII.7.

Commentary on Proposition XI.7

Back to Proposition XI.7.

Commentary on Proposition XII.7

Back to Proposition XII.7.

Commentary on Proposition XIII.7

Back to Proposition XIII.7.

Commentary on Proposition I.8

Back to Proposition I.8.

Commentary on Proposition II.8

Back to Proposition II.8.

Commentary on Proposition III.8

Back to Proposition III.8.

Commentary on Proposition IV.8

Back to Proposition IV.8.

Commentary on Proposition IX.8

Back to Proposition IX.8.

Commentary on Proposition V.8

Back to Proposition V.8.

Commentary on Proposition VI.8

Back to Proposition VI.8.

Commentary on Proposition VII.8

Back to Proposition VII.8.

Commentary on Proposition VIII.8

Back to Proposition VIII.8.

Commentary on Proposition XI.8

Back to Proposition XI.8.

Commentary on Proposition XII.8

Back to Proposition XII.8.

Commentary on Proposition XIII.8

Back to Proposition XIII.8.

Commentary on Proposition I.9

Back to Proposition I.9.

Commentary on Proposition II.9

Back to Proposition II.9.

Commentary on Proposition III.9

Back to Proposition III.9.

Commentary on Proposition IX.9

Back to Proposition IX.9.

Commentary on Proposition V.9

Back to Proposition V.9.

Commentary on Proposition VI.9

Back to Proposition VI.9.

Commentary on Proposition VII.9

Back to Proposition VII.9.

Commentary on Proposition VIII.9

Back to Proposition VIII.9.

Commentary on Proposition X.9

Back to Proposition X.9.

Commentary on Proposition XII.9

Back to Proposition XII.9.

Commentary on Proposition XIII.9

Back to Proposition XIII.9.

Commentary on Proposition I.10

Back to Proposition I.10.

Commentary on Proposition II.10

Back to Proposition II.10.

Commentary on Proposition III.10

Back to Proposition III.10.

Commentary on Proposition IV.10

Back to Proposition IV.10.

Commentary on Proposition IX.10

Back to Proposition IX.10.

Commentary on Proposition V.10

Back to Proposition V.10.

Commentary on Proposition VII.10

Back to Proposition VII.10.

Commentary on Proposition VIII.10

Back to Proposition VIII.10.

Commentary on Proposition X.10

Back to Proposition X.10.

Commentary on Proposition XI.10

Back to Proposition XI.10.

Commentary on Proposition XII.10

Back to Proposition XII.10.

Commentary on Proposition XIII.10

Back to Proposition XIII.10.

Commentary on Proposition I.11

Back to Proposition I.11.

Commentary on Proposition II.11

Back to Proposition II.11.

Commentary on Proposition III.11

Back to Proposition III.11.

Commentary on Proposition IV.11

Back to Proposition IV.11.

Commentary on Proposition IX.11

Back to Proposition IX.11.

Commentary on Proposition V.11

Back to Proposition V.11.

Commentary on Proposition VI.11

Back to Proposition VI.11.

Commentary on Proposition VII.11

Back to Proposition VII.11.

Commentary on Proposition VIII.11

Back to Proposition VIII.11.

Commentary on Proposition X.11

Back to Proposition X.11.

Commentary on Proposition XI.11

Back to Proposition XI.11.

Commentary on Proposition XII.11

Back to Proposition XII.11.

Commentary on Proposition XIII.11

Back to Proposition XIII.11.

Commentary on Proposition I.12

Back to Proposition I.12.

Commentary on Proposition II.12

Back to Proposition II.12.

Commentary on Proposition III.12

Back to Proposition III.12.

Commentary on Proposition IV.12

Back to Proposition IV.12.

Commentary on Proposition IX.12

Back to Proposition IX.12.

Commentary on Proposition V.12

Back to Proposition V.12.

Commentary on Proposition VI.12

Back to Proposition VI.12.

Commentary on Proposition VII.12

Back to Proposition VII.12.

Commentary on Proposition VIII.12

Back to Proposition VIII.12.

Commentary on Proposition X.12

Back to Proposition X.12.

Commentary on Proposition XII.12

Back to Proposition XII.12.

Commentary on Proposition II.13

Back to Proposition II.13.

Commentary on Proposition III.13

Back to Proposition III.13.

Commentary on Proposition IX.13

Back to Proposition IX.13.

Commentary on Proposition V.13

Back to Proposition V.13.

Commentary on Proposition VI.13

Back to Proposition VI.13.

Commentary on Proposition VII.13

Back to Proposition VII.13.

Commentary on Proposition X.13

Back to Proposition X.13.

Commentary on Proposition XI.13

Back to Proposition XI.13.

Commentary on Proposition XII.13

Back to Proposition XII.13.

Commentary on Proposition XIII.13

It is to be proved that, as AB is to BC, so is the square on AD to the square on DC.

Commentary on Proposition I.14

Back to Proposition I.14.

Commentary on Proposition II.14

Back to Proposition II.14.

Commentary on Proposition III.14

Back to Proposition III.14.

Commentary on Proposition IX.14

Back to Proposition IX.14.

Commentary on Proposition V.14

Back to Proposition V.14.

Commentary on Proposition VI.14

Equal parallelograms [triangles] which have the sides about one angle in each reciprocally proportional are equiangular [have the angles included by those sides either equal or supplementary].

Commentary on Proposition VII.14

Back to Proposition VII.14.

Commentary on Proposition VIII.14

Back to Proposition VIII.14.

Commentary on Proposition X.14

Back to Proposition X.14.

Commentary on Proposition XII.14

Back to Proposition XII.14.

Commentary on Proposition XIII.14

Back to Proposition XIII.14.

Commentary on Proposition I.15

Back to Proposition I.15.

Commentary on Proposition III.15

Back to Proposition III.15.

Commentary on Proposition IV.15

Back to Proposition IV.15.

Commentary on Proposition IX.15

Back to Proposition IX.15.

Commentary on Proposition V.15

Back to Proposition V.15.

Commentary on Proposition VI.15

Back to Proposition VI.15.

Commentary on Proposition VII.15

Back to Proposition VII.15.

Commentary on Proposition VIII.15

Back to Proposition VIII.15.

Commentary on Proposition X.15

Back to Proposition X.15.

Commentary on Proposition XI.15

Back to Proposition XI.15.

Commentary on Proposition XII.15

Back to Proposition XII.15.

Commentary on Proposition XIII.15

Back to Proposition XIII.15.

Commentary on Proposition I.16

Back to Proposition I.16.

Commentary on Proposition III.16

Back to Proposition III.16.

Commentary on Proposition IV.16

Back to Proposition IV.16.

Commentary on Proposition IX.16

Back to Proposition IX.16.

Commentary on Proposition V.16

Back to Proposition V.16.

Commentary on Proposition VI.16

AD meeting BC (produced if necessary) in D and AE meeting the circle again in E, such that the angles DAB, EAC are equal, then the rectangle AD, AE is equal to the rectangle BA, AC.

Commentary on Proposition VII.16

Back to Proposition VII.16.

Commentary on Proposition VIII.16

Back to Proposition VIII.16.

Commentary on Proposition X.16

Back to Proposition X.16.

Commentary on Proposition XI.16

Back to Proposition XI.16.

Commentary on Proposition XII.16

Back to Proposition XII.16.

Commentary on Proposition XIII.16

Back to Proposition XIII.16.

Commentary on Proposition I.17

Back to Proposition I.17.

Commentary on Proposition III.17

Back to Proposition III.17.

Commentary on Proposition IX.17

Back to Proposition IX.17.

Commentary on Proposition V.17

Back to Proposition V.17.

Commentary on Proposition VI.17

Back to Proposition VI.17.

Commentary on Proposition VII.17

Back to Proposition VII.17.

Commentary on Proposition VIII.17

Back to Proposition VIII.17.

Commentary on Proposition X.17

Back to Proposition X.17.

Commentary on Proposition XII.17

Back to Proposition XII.17.

Commentary on Proposition XIII.17

Back to Proposition XIII.17.

Commentary on Proposition I.18

Back to Proposition I.18.

Commentary on Proposition III.18

Back to Proposition III.18.

Commentary on Proposition IX.18

Back to Proposition IX.18.

Commentary on Proposition V.18

Back to Proposition V.18.

Commentary on Proposition VI.18

Back to Proposition VI.18.

Commentary on Proposition VII.18

Back to Proposition VII.18.

Commentary on Proposition VIII.18

Back to Proposition VIII.18.

Commentary on Proposition X.18

Back to Proposition X.18.

Commentary on Proposition XI.18

Back to Proposition XI.18.

Commentary on Proposition XII.18

Back to Proposition XII.18.

Commentary on Proposition XIII.18

I say next that no other figure, besides the said five figures, can be constructed which is contained by equilateral and equiangular figures equal to one another.

Commentary on Proposition I.19

Back to Proposition I.19.

Commentary on Proposition III.19

Back to Proposition III.19.

Commentary on Proposition IX.19

Back to Proposition IX.19.

Commentary on Proposition V.19

Back to Proposition V.19.

Commentary on Proposition VI.19

Back to Proposition VI.19.

Commentary on Proposition VII.19

Back to Proposition VII.19.

Commentary on Proposition VIII.19

Back to Proposition VIII.19.

Commentary on Proposition X.19

Back to Proposition X.19.

Commentary on Proposition XI.19

Back to Proposition XI.19.

Commentary on Proposition I.20

Back to Proposition I.20.

Commentary on Proposition III.20

Back to Proposition III.20.

Commentary on Proposition IX.20

Back to Proposition IX.20.

Commentary on Proposition V.20

Back to Proposition V.20.

Commentary on Proposition VI.20

Back to Proposition VI.20.

Commentary on Proposition VII.20

Back to Proposition VII.20.

Commentary on Proposition VIII.20

Back to Proposition VIII.20.

Commentary on Proposition X.20

Back to Proposition X.20.

Commentary on Proposition XI.20

Back to Proposition XI.20.

Commentary on Proposition I.21

Back to Proposition I.21.

Commentary on Proposition III.21

Back to Proposition III.21.

Commentary on Proposition IX.21

Back to Proposition IX.21.

Commentary on Proposition V.21

Back to Proposition V.21.

Commentary on Proposition VI.21

Back to Proposition VI.21.

Commentary on Proposition VII.21

Back to Proposition VII.21.

Commentary on Proposition VIII.21

Back to Proposition VIII.21.

Commentary on Proposition X.21

If there be two straight lines, then, as the first is to the second, so is the square on the first to the rectangle contained by the two straight lines.

Commentary on Proposition XI.21

Back to Proposition XI.21.

Commentary on Proposition I.22

Back to Proposition I.22.

Commentary on Proposition III.22

Back to Proposition III.22.

Commentary on Proposition V.22

Back to Proposition V.22.

Commentary on Proposition VI.22

Back to Proposition VI.22.

Commentary on Proposition VII.22

Back to Proposition VII.22.

Commentary on Proposition VIII.22

Back to Proposition VIII.22.

Commentary on Proposition X.22

Back to Proposition X.22.

Commentary on Proposition XI.22

Back to Proposition XI.22.

Commentary on Proposition I.23

Back to Proposition I.23.

Commentary on Proposition III.23

Back to Proposition III.23.

Commentary on Proposition V.23

Back to Proposition V.23.

Commentary on Proposition VI.23

Back to Proposition VI.23.

Commentary on Proposition VII.23

Back to Proposition VII.23.

Commentary on Proposition VIII.23

Back to Proposition VIII.23.

Commentary on Proposition X.23

Back to Proposition X.23.

Commentary on Proposition XI.23

Back to Proposition XI.23.

Commentary on Proposition I.24

Back to Proposition I.24.

Commentary on Proposition III.24

Back to Proposition III.24.

Commentary on Proposition V.24

Back to Proposition V.24.

Commentary on Proposition VI.24

Back to Proposition VI.24.

Commentary on Proposition VII.24

Back to Proposition VII.24.

Commentary on Proposition VIII.24

Back to Proposition VIII.24.

Commentary on Proposition X.24

Back to Proposition X.24.

Commentary on Proposition XI.24

If a solid be contained by six planes parallel two and two, the opposite faces respectively are equal and similar parallelograms.

Commentary on Proposition I.25

Back to Proposition I.25.

Commentary on Proposition III.25

Back to Proposition III.25.

Commentary on Proposition V.25

Back to Proposition V.25.

Commentary on Proposition VI.25

Back to Proposition VI.25.

Commentary on Proposition VII.25

Back to Proposition VII.25.

Commentary on Proposition VIII.25

Back to Proposition VIII.25.

Commentary on Proposition X.25

Back to Proposition X.25.

Commentary on Proposition XI.25

Back to Proposition XI.25.

Commentary on Proposition I.26

Back to Proposition I.26.

Commentary on Proposition III.26

Back to Proposition III.26.

Commentary on Proposition VI.26

Back to Proposition VI.26.

Commentary on Proposition VII.26

Back to Proposition VII.26.

Commentary on Proposition VIII.26

Back to Proposition VIII.26.

Commentary on Proposition X.26

Back to Proposition X.26.

Commentary on Proposition XI.26

Back to Proposition XI.26.

Commentary on Proposition I.27

Back to Proposition I.27.

Commentary on Proposition III.27

Back to Proposition III.27.

Commentary on Proposition VI.27

Back to Proposition VI.27.

Commentary on Proposition VII.27

Back to Proposition VII.27.

Commentary on Proposition VIII.27

Back to Proposition VIII.27.

Commentary on Proposition X.27

Back to Proposition X.27.

Commentary on Proposition I.28

Back to Proposition I.28.

Commentary on Proposition III.28

Back to Proposition III.28.

Commentary on Proposition VI.28

Back to Proposition VI.28.

Commentary on Proposition VII.28

Back to Proposition VII.28.

Commentary on Proposition X.28

To find two square numbers such that their sum is also square.

Commentary on Proposition XI.28

Back to Proposition XI.28.

Commentary on Proposition I.29

Back to Proposition I.29.

Commentary on Proposition III.29

Back to Proposition III.29.

Commentary on Proposition VI.29

Back to Proposition VI.29.

Commentary on Proposition VII.29

Back to Proposition VII.29.

Commentary on Proposition X.29

Back to Proposition X.29.

Commentary on Proposition XI.29

Back to Proposition XI.29.

Commentary on Proposition I.30

Back to Proposition I.30.

Commentary on Proposition VI.30

Back to Proposition VI.30.

Commentary on Proposition VII.30

Back to Proposition VII.30.

Commentary on Proposition X.30

Back to Proposition X.30.

Commentary on Proposition XI.30

Back to Proposition XI.30.

Commentary on Proposition I.31

Back to Proposition I.31.

Commentary on Proposition III.31

Back to Proposition III.31.

Commentary on Proposition VI.31

Back to Proposition VI.31.

Commentary on Proposition VII.31

Back to Proposition VII.31.

Commentary on Proposition X.31

Back to Proposition X.31.

Commentary on Proposition XI.31

Back to Proposition XI.31.

Commentary on Proposition I.32

Back to Proposition I.32.

Commentary on Proposition III.32

Back to Proposition III.32.

Commentary on Proposition IX.32

Back to Proposition IX.32.

Commentary on Proposition VI.32

Back to Proposition VI.32.

Commentary on Proposition X.32

Back to Proposition X.32.

Commentary on Proposition XI.32

Back to Proposition XI.32.

Commentary on Proposition I.33

Back to Proposition I.33.

Commentary on Proposition III.33

Back to Proposition III.33.

Commentary on Proposition VI.33

Back to Proposition VI.33.

Commentary on Proposition VII.33

Back to Proposition VII.33.

Commentary on Proposition X.33

Back to Proposition X.33.

Commentary on Proposition XI.33

Back to Proposition XI.33.

Commentary on Proposition I.34

Back to Proposition I.34.

Commentary on Proposition III.34

Back to Proposition III.34.

Commentary on Proposition VII.34

Back to Proposition VII.34.

Commentary on Proposition X.34

Back to Proposition X.34.

Commentary on Proposition XI.34

Back to Proposition XI.34.

Commentary on Proposition I.35

Back to Proposition I.35.

Commentary on Proposition III.35

Back to Proposition III.35.

Commentary on Proposition IX.35

Back to Proposition IX.35.

Commentary on Proposition VII.35

Back to Proposition VII.35.

Commentary on Proposition X.35

Back to Proposition X.35.

Commentary on Proposition XI.35

Back to Proposition XI.35.

Commentary on Proposition III.36

Back to Proposition III.36.

Commentary on Proposition IX.36

Back to Proposition IX.36.

Commentary on Proposition VII.36

Back to Proposition VII.36.

Commentary on Proposition X.36

Back to Proposition X.36.

Commentary on Proposition XI.36

Back to Proposition XI.36.

Commentary on Proposition I.37

Back to Proposition I.37.

Commentary on Proposition III.37

Back to Proposition III.37.

Commentary on Proposition VII.37

Back to Proposition VII.37.

Commentary on Proposition X.37

Back to Proposition X.37.

Commentary on Proposition XI.37

Back to Proposition XI.37.

Commentary on Proposition I.38

Back to Proposition I.38.

Commentary on Proposition VII.38

Back to Proposition VII.38.

Commentary on Proposition X.38

Back to Proposition X.38.

Commentary on Proposition XI.38

Back to Proposition XI.38.

Commentary on Proposition I.39

Back to Proposition I.39.

Commentary on Proposition VII.39

Back to Proposition VII.39.

Commentary on Proposition X.39

Back to Proposition X.39.

Commentary on Proposition XI.39

Back to Proposition XI.39.

Commentary on Proposition I.40

Back to Proposition I.40.

Commentary on Proposition X.40

Back to Proposition X.40.

Commentary on Proposition I.41

Back to Proposition I.41.

Commentary on Proposition X.41

And that the aforesaid irrational straight lines are divided only in one way into the straight lines of which they are the sum and which produce the types in question, we will now prove after premising the following lemma.

Commentary on Proposition X.42

Back to Proposition X.42.

Commentary on Proposition I.43

Back to Proposition I.43.

Commentary on Proposition I.44

Back to Proposition I.44.

Commentary on Proposition X.44

Back to Proposition X.44.

Commentary on Proposition I.45

Back to Proposition I.45.

Commentary on Proposition X.45

Back to Proposition X.45.

Commentary on Proposition I.46

Back to Proposition I.46.

Commentary on Proposition X.46

Back to Proposition X.46.

Commentary on Proposition I.47

Back to Proposition I.47.

Commentary on Proposition X.47

Back to Proposition X.47.

Commentary on Proposition I.48

Back to Proposition I.48.

Commentary on Proposition X.48

Back to Proposition X.48.

Commentary on Proposition X.49

Back to Proposition X.49.

Commentary on Proposition X.50

Back to Proposition X.50.

Commentary on Proposition X.51

Back to Proposition X.51.

Commentary on Proposition X.52

Back to Proposition X.52.

Commentary on Proposition X.53

Back to Proposition X.53.

Commentary on Proposition X.54

Back to Proposition X.54.

Commentary on Proposition X.55

Back to Proposition X.55.

Commentary on Proposition X.56

Back to Proposition X.56.

Commentary on Proposition X.57

Back to Proposition X.57.

Commentary on Proposition X.58

Back to Proposition X.58.

Commentary on Proposition X.59

If a straight line be cut into unequal parts, the squares on the unequal parts are greater than twice the rectangle contained by the unequal parts.

Commentary on Proposition X.60

Back to Proposition X.60.

Commentary on Proposition X.61

Back to Proposition X.61.

Commentary on Proposition X.62

Back to Proposition X.62.

Commentary on Proposition X.63

Back to Proposition X.63.

Commentary on Proposition X.64

Back to Proposition X.64.

Commentary on Proposition X.65

Back to Proposition X.65.

Commentary on Proposition X.66

Back to Proposition X.66.

Commentary on Proposition X.71

Back to Proposition X.71.

Commentary on Proposition X.72

The binomial straight line and the irrational straight lines after it are neither the same with the medial nor with one another.

Commentary on Proposition X.73

Back to Proposition X.73.

Commentary on Proposition X.74

Back to Proposition X.74.

Commentary on Proposition X.75

Back to Proposition X.75.

Commentary on Proposition X.76

Back to Proposition X.76.

Commentary on Proposition X.77

Back to Proposition X.77.

Commentary on Proposition X.78

Back to Proposition X.78.

Commentary on Proposition X.79

Back to Proposition X.79.

Commentary on Proposition X.80

Back to Proposition X.80.

Commentary on Proposition X.81

Back to Proposition X.81.

Commentary on Proposition X.82

Back to Proposition X.82.

Commentary on Proposition X.83

Back to Proposition X.83.

Commentary on Proposition X.84

Back to Proposition X.84.

Commentary on Proposition X.85

Back to Proposition X.85.

Commentary on Proposition X.86

Back to Proposition X.86.

Commentary on Proposition X.87

Back to Proposition X.87.

Commentary on Proposition X.88

Back to Proposition X.88.

Commentary on Proposition X.89

Back to Proposition X.89.

Commentary on Proposition X.90

Back to Proposition X.90.

Commentary on Proposition X.91

Back to Proposition X.91.

Commentary on Proposition X.92

Back to Proposition X.92.

Commentary on Proposition X.93

Back to Proposition X.93.

Commentary on Proposition X.94

Back to Proposition X.94.

Commentary on Proposition X.95

Back to Proposition X.95.

Commentary on Proposition X.96

Back to Proposition X.96.

Commentary on Proposition X.97

Back to Proposition X.97.

Commentary on Proposition X.98

Back to Proposition X.98.

Commentary on Proposition X.99

Back to Proposition X.99.

Commentary on Proposition X.100

Back to Proposition X.100.

Commentary on Proposition X.101

Back to Proposition X.101.

Commentary on Proposition X.102

Back to Proposition X.102.

Commentary on Proposition X.103

Back to Proposition X.103.

Commentary on Proposition X.108

Back to Proposition X.108.

Commentary on Proposition X.110

Back to Proposition X.110.

Commentary on Proposition X.111

The apotome and the irrational straight lines following it are neither the same with the medial straight line nor with one another.

Commentary on Proposition X.112

Back to Proposition X.112.

Commentary on Proposition X.113

Back to Proposition X.113.

Commentary on Proposition X.114

Back to Proposition X.114.

Commentary on Proposition X.115

Back to Proposition X.115.

Commentary on Book I Common Notions

Back to Book I Common Notions.

Commentary on Book I Definitions

Back to Book I Definitions.

Commentary on Book I Postulates

Back to Book I Postulates.

Commentary on Book II Definitions

Back to Book II Definitions.

Commentary on Book III Definitions

Back to Book III Definitions.

Commentary on Book IV Definitions

Back to Book IV Definitions.

Commentary on Book V Definitions

Back to Book V Definitions.

Commentary on Book VI Definitions

Back to Book VI Definitions.

Commentary on Book VII Definitions

Back to Book VII Definitions.

Commentary on Book X Definitions

Back to Book X Definitions.

Commentary on Book XI Definitions

Back to Book XI Definitions.

Content of type 'commentary'