Equal Areas Problem: Shows the mathematical solution to the problem of finding the equal-area intersection of two circles, one centered on the cicumference of the other. A simple formula is presented along withĪ detailed derivation and discussion that can be downloaded. Elevation Angles: A thorough discussion on how objects (such as mountain peaks) can be seen over an observer’s horizon. Selected images, and my publication on the topic which can be downloaded. Included is a discussion of how these orbits are generated, some Quasi-stable orbits: These “orbits” are related to fractal geometry, namely the Mandelbrot set. Sleek billiards bar with bites & a large selection of beer & cocktails located in Koreatown, the heart of New York City. The 3D folded hexagram and its construction is presented along with various images of the a 3D folded hexagram itself. It has interesting symmetry and self-similar scaling properties. 3D Folded Hexagram: This is a geometric object that I discovered in the year 2000. ![]() A version of this research was presented as a poster at the 2015 IAU XXIX General Assembly in Honolulu Hawaii. The model yields insight into many o]f the characteristics of expansion including, light cones, the cosmological horizon, Hubble sphere, redshift, time dilation, and theĮvolution of proper distance. Modeling the expansion of the universe:This describes a visual model of the exapnding universe I have been working on for a number of years. I have recently fiinished a paper modeling the expansion of the universe. The title “HyperdimensionalSpace” comes from You can view the catagories by clicking on an item above. This site is ideas I have worked on or are working on.
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