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70. TAKAAKI FUJITA. A Formal Framework for Fuzzy Hyper Geometry Extending Fuzzy Geometry through Hyperstructural Methods, pp. 500-511..pdfVolume 10 Paper 70
69. TAKAAKI FUJITA. A Comprehensive Review of Hyper Geometry and Super Hypergeometry, pp. 489-499..pdfVolume 10 Paper 69
68. Stanley Rabinowitz. Catalog of Properties of the Ellipse - Part 1, pp. 439-488..pdfVolume 10 Paper 68
67. Stanley Rabinowitz. Ellipse Constructions, pp. 383-438..pdfVolume 10 Paper 67
66. Stanley Rabinowitz, Ercole Suppa. More Shapes of Central Quadrilaterals, pp. 349-382..pdfVolume 10 Paper 66 + Supplementary material
65. Stanley Rabinowitz. Geometric Properties of a Cassini Oval, pp. 325-348..pdfVolume 10 Paper 65
64. Stanley Rabinowitz. A Catalog of Properties of the Lemniscate of Bernoulli, pp. 314-324..pdfVolume 10 Paper 64
63. Benjamin Warren. Three Concurrent Circles, pp. 312-313..pdfVolume 10 Paper 63
62. Benjamin Warren. An Equilateral Triangle Centered at X(51), pp. 310-311..pdfVolume 10 Paper 62
61. Benjamin Warren. A Circle Centered at the Midpoint of the Centroid and Circumcenter, pp. 306-309..pdfVolume 10 Paper 61
60. Benjamin Warren. A Point on the Circumcircle Related to the Cevian Triangle, pp. 302-305..pdfVolume 10 Paper 60
59. Benjamin Warren. Generalization of a Circle in the Context of a Parabola and Triangle, pp. 297-301..pdfVolume 10 Paper 59
58. Benjamin Warren. The Euler Line as a Radical Axis of Coaxal Circles, pp. 293-296..pdfVolume 10 Paper 58
57. Benjamin Warren. A Circle Related to Certain Projections Involving the Pedal Triangle, pp. 287-292..pdfVolume 10 Paper 57
56. Benjamin Warren. A Point Related to Generalizations of the Isoperimetric and Equal Detour Points, pp. 285-286..pdfVolume 10 Paper 56
55. Benjamin Warren. An Equilateral Triangle With a Special Circumdiameter, pp. 277-284..pdfVolume 10 Paper 55
54. Benjamin Warren. An Equilateral Triangle Centered about the Centroid of a Triangle, pp. 264-276..pdfVolume 10 Paper 54
53. Benjamin Warren. A Circle with an Euler Line Diameter, pp. 260-263..pdfVolume 10 Paper 53
52. Benjamin Warren. The Orthocenter Lies on the Circumcircle of the Circumcevian Triangle Reflected about the Pedal Triangle, pp. 255-259..pdfVolume 10 Paper 52
51. Benjamin Warren. The Circle Whose Diameter Connects the Orthocenters of a Triangle and its Orthic Triangle, pp. 251-254..pdfVolume 10 Paper 51
50. Benjamin Warren. Two Pedal Triangles and a Circle, pp. 248-250..pdfVolume 10 Paper 50
49. Benjamin Warren. A Circle of Five Centroids that Arises from Two Pedal Triangles, pp. 245-247..pdfVolume 10 Paper 49
48. Benjamin Warren. A Circle that Arises from the Pedal Triangle, pp. 241-244..pdfVolume 10 Paper 48
47. Benjamin Warren. A Circle with the Centroid as a Fixed Point, pp. 235-240..pdfVolume 10 Paper 47
46. Benjamin Warren. A Circle That Emerges from A Quadric Curve in the Plane of a Triangle, pp. 225-234..pdfVolume 10 Paper 46
45. Benjamin Warren. A Circle Whose Diameter Passes Through the Centroid, pp. 222-224..pdfVolume 10 Paper 45
44. Benjamin Warren. Proof of the Circle Centered at X(68325), pp. 219-221..pdfVolume 10 Paper 44
43. Benjamin Warren. An Euler Line Generalization, pp. 215-218..pdfVolume 10 Paper 43
42. Benjamin Warren. Another Generalization of the Fuhrmann Circle, pp. 212-214..pdfVolume 10 Paper 42
41. Benjamin Warren. A Line and Circle in the Context of a Parabola, pp. 208-211..pdfVolume 10 Paper 41
40. Benjamin Warren. Generalization of Lambert’s Theorem, pp. 204-207..pdfVolume 10 Paper 40
39. Benjamin Warren. A Circle in the Context of a Triangle and Parabola, pp. 201-203..pdfVolume 10 Paper 39
38. Benjamin Warren. Coaxal Circles in the Context of Certain Parabolae, pp. 195-200..pdfVolume 10 Paper 38
37. Benjamin Warren. Tangents and a Parabola, pp. 193-194..pdfVolume 10 Paper 37
36. Benjamin Warren. On a Certain Circle Which is Concentric with the Second Lozada Circle, pp. 188-192..pdfVolume 10 Paper 36
35. Benjamin Warren. Another Nine-Point Circle, pp. 185-187..pdfVolume 10 Paper 35
34. Benjamin Warren. Euler Lines that Concur at a Point on a Circle, pp. 180-184..pdfVolume 10 Paper 34
33. Benjamin Warren. A Result Related to a Generalization of the Triangle Centroid, pp. 174-179..pdfVolume 10 Paper 33
32. Benjamin Warren. A New Generalization of the Triangle Centroid, pp. 169-173..pdfVolume 10 Paper 32
31. Benjamin Warren. The Circle Centered at the Circumcenter Passing Through the Centroid, pp. 167-168..pdfVolume 10 Paper 31
30. Benjamin Warren. Three More Points on the Nine-Point Circle, pp. 164-166..pdfVolume 10 Paper 30
29. Benjamin Warren. Coaxal Circles in the Context of the Orthic and Circumcevian Triangles, pp. 161-163..pdfVolume 10 Paper 29
28. Benjamin Warren. Euler Lines, Napoleon Points, and Equilateral Triangles, pp. 153-160..pdfVolume 10 Paper 28
27. Benjamin Warren. Three Euler Lines that Concur in X(20147) and a Circle Centered at the Midpoint of the Circumcenter and Nine-Point Center, pp. 149-152..pdfVolume 10 Paper 27
26. Benjamin Warren. A Circle of Triangle Centroids, pp. 142-148..pdfVolume 10 Paper 26
25. Benjamin Warren. Coaxal Circles and Triangles Homothetic to the Intouch Triangle about the Incenter, pp. 137-141..pdfVolume 10 Paper 25
24. Ambuj Kumar, Bikash Kanti Sarkar. A new family of numbers to generate potentially infinite number of approximations of π, e and their combinations, pp. 127-138..pdfVolume 10 Paper 24 + Supplementary material
23. Dan Ismailescu, Yunkyu James Lee, A Class of Special Tetrahedra, pp. 124-126..pdfVolume 10 Paper 23
22. Stanley Rabinowitz, Ercole Suppa. More Relationships between a Central Quadrilateral and its Reference Quadrilateral, pp. 91-123..pdfVolume 10 Paper 22 + Supplementary material
21. Benjamin Warren. Three Concurrent Circles in the Context of a Certain Type of Hexagon, pp. 86-90..pdfVolume 10 Paper 21
20. Benjamin Warren. Two Circles That Concur on the Euler Line, pp. 81-85..pdfVolume 10 Paper 20
19. Benjamin Warren. Coaxal Circles in the Context of the Circumcevian Triangle, pp. 77-80..pdfVolume 10 Paper 19
18. Benjamin Warren. Three Points on the Orthocentroidal Circle, pp. 74-76..pdfVolume 10 Paper 18
17. Benjamin Warren. A Circle Centered at the Nine Point Center, pp. 71-73..pdfVolume 10 Paper 17
16. Benjamin Warren. Generalization of the Isoperimetric Point and the Equal Detour Point, pp. 69-70..pdfVolume 10 Paper 16
15. Benjamin Warren. Simple Generalization of Musselman’s Theorem, pp. 65-68. 05.02.pdfVolume 10 Paper 15
14. Benjamin Warren. A Line Associated With a Conic Section Passing Through the Sides of a Triangle, pp. 55-64..pdfVolume 10 Paper 14
13. Benjamin Warren. The Centroid Lies on Another Circle, pp. 52-54..pdfVolume 10 Paper 13
12. Benjamin Warren. The Bottema Point Lies on an Eight Point Circle, pp. 48-51..pdfVolume 10 Paper 12
11. Benjamin Warren. Generalization of the Perspectrix Formed by a Triangle and a Cevian Triangle, pp. 45-47..pdfVolume 10 Paper 11
10. Benjamin Warren. Coaxal Circles that Arise from the Pedal and Circumcevian Triangles, pp. 41-44..pdfVolume 10 Paper 10
9. Benjamin Warren. Generalization of the Fuhrmann Circle, pp. 36-40..pdfVolume 10 Paper 9
8. Benjamin Warren. A Point in Reference to the Intouch Triangle, pp. 29-35..pdfVolume 10 Paper 8
7. Benjamin Warren. A Set of Coaxal Circles in Reference to a Triangle, pp. 20-28..pdfVolume 10 Paper 7
6. Benjamin Warren. The Diagonal Intersection of a Complete Tangential Quadrilateral Lies on the Radical Line of Two Certain Circles, pp. 18-19..pdfVolume 10 Paper 6
5. Benjamin Warren. Generalizations of the Circumcenter, the Exeter Point, X(25), and the Euler Line, pp. 15-17..pdfVolume 10 Paper 5
4. Benjamin Warren. Generalization of the Incenter, Gergonne Point, and X(104), pp. 11-14..pdfVolume 10 Paper 4
3. Benjamin Warren. The Centroid of a Triangle Lies on a Twin Circle, pp. 8-10..pdfVolume 10 Paper 3
2. Benjamin Warren. The Incenter as a Homothetic Center of the Intouch Triangle, pp. 4-7..pdfVolume 10 Paper 2
1. Benjamin Warren. The Midpoint of the Incenter and the Circumcenter is the Center of a Conic Section, pp. 1-3..pdfVolume 10 Paper 1
Volume10.1.pdfVolume 10 Content
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