Involuties op rationale krommen ...
I 6 kromme F van de involutie Il. heeft in dit geval het zelfde geslacht als de omhunllende der involutie Jp. op de kegeisnede. Voor het geslacht van ~ geldt dus evenals vroeger Tevens zal men licht inzien dat het aantal dubbelpunten der I. ook gyeene verandering- kan onderg-aan en 2 (p -i) blij ft.
-
Scan 1
Page #1
-
Scan 2
Page #2 - Title Page
-
Scan 3
Page #3
-
Scan 4
Page #4
-
Scan 5
Page #5
-
Scan 6
Page #6
-
Scan 7
Page #7 - Title Page
-
Scan 8
Page #8
-
Scan 9
Page #9 - Title Page
-
Scan 10
Page #10
-
Scan 11
Page #11
-
Scan 12
Page #12
-
Scan 13
Page VII - Table of Contents
-
Scan 14
Page VIII - Table of Contents
-
Scan 15
Page 1
-
Scan 16
Page 2
-
Scan 17
Page 3
-
Scan 18
Page 4
-
Scan 19
Page 5
-
Scan 20
Page 6
-
Scan 21
Page 7
-
Scan 22
Page 8
-
Scan 23
Page 9
-
Scan 24
Page 10
-
Scan 25
Page 11
-
Scan 26
Page 12
-
Scan 27
Page 13
-
Scan 28
Page 14
-
Scan 29
Page 15
-
Scan 30
Page 16
-
Scan 31
Page 17
-
Scan 32
Page 18
-
Scan 33
Page 19
-
Scan 34
Page 20
-
Scan 35
Page 21
-
Scan 36
Page 22
-
Scan 37
Page 23
-
Scan 38
Page 24
-
Scan 39
Page 25
-
Scan 40
Page 26
-
Scan 41
Page 27
-
Scan 42
Page 28
-
Scan 43
Page 29
-
Scan 44
Page 30
-
Scan 45
Page 31
-
Scan 46
Page 32
-
Scan 47
Page 33
-
Scan 48
Page 34
-
Scan 49
Page 35
-
Scan 50
Page 36
-
Scan 51
Page 37
-
Scan 52
Page 38
-
Scan 53
Page 39
-
Scan 54
Page 40
-
Scan 55
Page 41
-
Scan 56
Page 42
-
Scan 57
Page 43
-
Scan 58
Page 44
-
Scan 59
Page 45
-
Scan 60
Page 46
-
Scan 61
Page 47
-
Scan 62
Page 48
-
Scan 63
Page 49
-
Scan 64
Page 50
-
Scan 65
Page 51
-
Scan 66
Page 52
-
Scan 67
Page 53
-
Scan 68
Page 54
-
Scan 69
Page 55
-
Scan 70
Page 56
-
Scan 71
Page 57
-
Scan 72
Page 58
-
Scan 73
Page 59
-
Scan 74
Page 60
-
Scan 75
Page 61
-
Scan 76
Page 62
-
Scan 77
Page 63
-
Scan 78
Page 64
-
Scan 79
Page 65
-
Scan 80
Page 66
-
Scan 81
Page 67
-
Scan 82
Page 68
-
Scan 83
Page 69
-
Scan 84
Page 70
-
Scan 85
Page 71
-
Scan 86
Page 72
-
Scan 87
Page 73
-
Scan 88
Page 74
-
Scan 89
Page 75
-
Scan 90
Page 76
-
Scan 91
Page 77
-
Scan 92
Page 78
-
Scan 93
Page 79
-
Scan 94
Page 80
-
Scan 95
Page 81
-
Scan 96
Page 82
-
Scan 97
Page 83
-
Scan 98
Page 84
-
Scan 99
Page 85
-
Scan 100
Page 86
-
Scan 101
Page 87
-
Scan 102
Page 88
-
Scan 103
Page 89
-
Scan 104
Page 90
-
Scan 105
Page 91
-
Scan 106
Page 92
-
Scan 107
Page 93
-
Scan 108
Page 94
-
Scan 109
Page 95
-
Scan 110
Page 96
-
Scan 111
Page 97
-
Scan 112
Page 98
-
Scan 113
Page 99
-
Scan 114
Page 100
-
Scan 115
Page 101
-
Scan 116
Page 102
-
Scan 117
Page 103
-
Scan 118
Page 104
-
Scan 119
Page 105
-
Scan 120
Page 106
-
Scan 121
Page 107
-
Scan 122
Page 108
-
Scan 123
Page 109
-
Scan 124
Page #124
-
Scan 125
Page #125
-
Scan 126
Page #126
About this Item
- Title
- Involuties op rationale krommen ...
- Author
- Vreeswijk, Johannes Adrianus, jr.
- Canvas
- Page 7
- Publication
- Utrecht,: Stommdrukkerij "De Industrie" J. van Druten,
- 1905.
- Subject terms
- Involutes (Mathematics)
Technical Details
- Link to this Item
-
https://name.umdl.umich.edu/abn7699.0001.001
- Link to this scan
-
https://quod.lib.umich.edu/u/umhistmath/abn7699.0001.001/30
Rights and Permissions
The University of Michigan Library provides access to these materials for educational and research purposes. These materials are in the public domain in the United States. If you have questions about the collection, please contact Historical Mathematics Digital Collection Help at [email protected]. If you have concerns about the inclusion of an item in this collection, please contact Library Information Technology at [email protected].
DPLA Rights Statement: No Copyright - United States
Related Links
IIIF
- Manifest
-
https://quod.lib.umich.edu/cgi/t/text/api/manifest/umhistmath:abn7699.0001.001
Cite this Item
- Full citation
-
"Involuties op rationale krommen ..." In the digital collection University of Michigan Historical Math Collection. https://name.umdl.umich.edu/abn7699.0001.001. University of Michigan Library Digital Collections. Accessed May 1, 2025.