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mAnasa-taraMgiNI supplement
- A curious list by Gauthier sanskritimagazine.com/indian-religio… Didn't check all out but note Jaffrelot a French plant 12 hours ago
- unmatta-pratyunmattyoH 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 AryabhaTa-I described… twitter.com/i/web/status/8… 1 day ago
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- Journeying through the fractal slopes of mount Meru with two-seeded recursive sequences
- Some pictures relating to incidence of tuberculosis and AIDS
- Cobwebs on the golden hyperbola and parabola
- bhujā-koṭi-karṇa-nyāyaḥ koṭijyā-nyāyaś 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 scrapbook-2
- 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 deva-ogdoad
- Marching onward in the American spring but where to?
- The upper story in a few pictures
- Trigonometric tangles-3: the fractals
- Euler’s squares
- Trigonometric tangles-2
- 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 para-rāmāyaṇa in numbers-I: epic as religion
- The great faceless man
- loka-nīti-carcā
- Deliberations on richness and beauty: discovery of some multi-parameter iterative maps
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Tag Archives: irrational numbers
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
