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mAnasataraMgiNI supplement
 A curious list by Gauthier sanskritimagazine.com/indianreligio… Didn't check all out but note Jaffrelot a French plant 12 hours ago
 unmattapratyunmattyoH sampAtaH  foxnews.com/opinion/2017/0… 12 hours ago
 1 may place this interaction in the context of underlying tangled skeins to get a glimpse of great geopolitical sch… twitter.com/i/web/status/8… 14 hours ago
 It seems to me that of the world leaders NM appears most resonant in his interactions with Shinzo Abe and Netanyahu 14 hours ago
 This clock ramming marUnmatta Tipu is rather remarkable because in ~500 CE great H scientist AryabhaTaI described… twitter.com/i/web/status/8… 1 day ago
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 Journeying through the fractal slopes of mount Meru with twoseeded recursive sequences
 Some pictures relating to incidence of tuberculosis and AIDS
 Cobwebs on the golden hyperbola and parabola
 bhujākoṭikarṇanyāyaḥ koṭijyānyāyaś ca
 Some personal reflections on Carl Gauss, Bernhard Riemann and associated matters
 The two squares theorem
 Constructing a regular heptagon with hyperbola and parabola
 Infinite bisections required for trisection of an angle
 Sine rugs
 Leaves from the scrapbook2
 Doubling the cube with ellipses
 A superficial look at national population density and some life history features
 Some biological analogies for certain sociopolitical issues
 The magic of the devaogdoad
 Marching onward in the American spring but where to?
 The upper story in a few pictures
 Trigonometric tangles3: the fractals
 Euler’s squares
 Trigonometric tangles2
 Śarabha vidhi
 A prefatory narrative
 Trigonometric tangles
 Some visions of infinity from the past and our times
 Āryabhaṭa and his sine table
 Euler and Ramanujan: primes, near integers and cakravāla
 Early Hindu mathematics and the exploration of some second degree indeterminate equations
 The Rāmāyaṇa and a pararāmāyaṇa in numbersI: epic as religion
 The great faceless man
 lokanīticarcā
 Deliberations on richness and beauty: discovery of some multiparameter iterative maps
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Daily Archives: April 2, 2017
Trigonometric tangles
Let us define a define the trigonometric tangle as the following parametric function: where can be a rational number or an irrational number. and are any real number. If is a rational number and then we get a tangle petals … Continue reading
Posted in art, Scientific ramblings
Tagged curves, geometry, irrational numbers, mathematical entity, mathematics, recreational geometry, trigonometry