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Chris van Tienhoven - Mathematics
http://www.chrisvantienhoven.nl/
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Chris van Tienhoven - Mathematics
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van10hoven
https://chrisvantienhoven.nl/index.php/component/content/article/9-mathematics/encyclopedia-of-quadri-figures/3-encyclopedia-of-quadri-figures
The size of the image on your screen can be changed with Ctrl-MouseWheel. This encyclopedia is dedicated to Quadri-figures. A Quadri-figure is a figure constructed from 4 points and/or 4 lines. Quadrangle points and other objects. A quadrangle is a geometrical figure. Consisting of 4 points. There is no order in these points. Quadrilateral points and other objects. A quadrilateral is a geometrical figure. Consisting of 4 lines. There is no order in these lines. Quadrigon points and other objects.
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Date- - - - -. New items), Ref-. Properties Splitter XI) Eckart Schmidt). Extra property Eckart Schmidt). Updated description extra property Eckart Schmidt). New last 2 properties). Ngo Quang Duong), QA-Tf2. Eckart Schmidt), QL-P23. New construction by Seiichi Kirikami). New picture with new explanantion). New property Bernard Keizer). New properties from Bendetto Scimemi). New Transformation of Ngo Quang Duong). Gen information inf. about Triple Triangles). Properties area equalizer from Tsihong Lau).
Biography
https://chrisvantienhoven.nl/index.php/biography
My name is Chris van Tienhoven. I live in the Netherlands. I was born in 1950 in a picturesque Dutch village right at the foot of a dike along the river Lek. I grew up in Rotterdam near the harbours and that's where I attended primary and secondary School. When I was 17 years old I moved to Leiden (the oldest university town in the Netherlands) to study Mathematics. After graduation at Leiden University in 1975 I started to work in Information Technology. Understanding life and all things around me,.
van10hoven
https://chrisvantienhoven.nl/index.php/component/content/article/2-uncategorised/15-downloads
Loading these pages can take a bit longer. Perspective Fields Part I. Perspective Fields Part II. Back to previous page].
Mathematics
https://chrisvantienhoven.nl/index.php/mathematics
Besides Triangle Geometry there is a geometry of 4 points and/or 4 lines. This geometry has its own rules. There are spectacular points, lines, circles, conics, cubics and transformations typical in the Quadri Enviroment. Did you know that the centroid of a Quadrangle differs from the centroid of. Perspective Fields are fields of related points. It is not mere coincident that so many points are collinear in Geometry. There is a "hidden structure" . . . . . Back to previous page].
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Encyclopedia of Triangle Centers. ETC of Clark Kimberling. Triangles from Wolfram Mathworld. ADGEOM (F.J.G. Capitán, P. Yiu, J.P. Ehrmann). Encyclopedia of Quadri Figures. EQF (Chris Van Tienhoven). Cubics in triangle plane. CTC catalogue of triangle cubics (Bernard Gibert). Hechos Geométricos en el Triángulo. Francisco Javier García Capitán Homepage. Gallery Geometrikon (Paris Pamfilos). Elementary geometry mailing list (Antreas P. Hatzipolakis). Papers in Classical Euclidean Geometry. Home rivista Math...
EQF-Notes
http://eckartschmidt.de/EQF-Notes.html
Background for these notes is:. Chris van Tienhoven: Encyclopedia of Quadri-Figures. Cubic derived from QL-Cu1 wrt QL-Tf3. QL-Tf3 for inscribed conics. QA-Reproduction with QA-Tr1 and QA-Tr2. QA-Tr1 - QA-Tr2 Transformation. Alternating Sum of Distance Squares. Constant Sum of Distance Squares. Reconstruction of a Quadrangle. QL-DT Pivotal "Isosexticts" wrt Lines. Another Reference Triangle for QL-Cu1. Reference Triangle for QL-Cu1. Four Conics Tangent to QL-Cu1. Three QG-conics wrt a Point. QG-conics wrt...
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Chris Van Slyke Photography
Chris Van Slyke Photography. Showcasing live concerts and my travel adventures through photography. September 26, 2017. September 24, 2017. September 24, 2017. September 24, 2017. Hike from Aspen to Crested Butte, Colorado. September 16, 2017. Hike from Aspen to Crested Butte, Colorado. September 16, 2017. Hike from Aspen to Crested Butte, Colorado. September 16, 2017. Hike Aspen To Crested Butte, Colorado. September 16, 2017. September 16, 2017. September 16, 2017. Chris Van Slyke Photography 2016 2018.
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Http:/ chrisvanstaden.com/wp-content/uploads/2017/05/CVSMM.jpg. My name is Chris. I'm an explorer, seeker, and persistent doer that that grew up in the green pastures of South Africa. I have also honed a passion for and built a reputation of effectively mentoring those around me who wish to do the same. I am crazy on a normal day and normal on a crazy day. Can also be found doing. Graphic and Web Design.
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I build things that make a social difference: peer‑to‑peer solutions, design teams and co‑design capability. I'm lucky enough. To be Director of Co‑design at TACSI. The Australian Centre for Social Innovation.
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Encyclopedia of Poly Geometry. At this site you will find mathematical subjects I investigated. All pages are in English. Some pages are also available in Dutch. When a change of language is possible it is shown at the top of the page. Chris van Tienhoven, the Netherlands. Op deze site vindt u enige wiskundige onderwerpen waar ik onderzoek naar gedaan heb. Alle pagina's zijn in het Engels. Sommige pagina's zijn ook in het Nederlands. Chris van Tienhoven, Nederland. There are lots of surprises.
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