Manjul Bhargava, Fields Medal Symposium 2016: Patterns in Numbers and Nature

17 thoughts on “Manjul Bhargava, Fields Medal Symposium 2016: Patterns in Numbers and Nature”

1. so good . interesting

   Longitude 127 Seoul Okinawa Soul Axis — Bahai Faith Rael
   Jesus Huh kyung young . Great veritas

2. Magnetic field reversal may be contributed towards clockwise and anticlockwise rotational spiral rotations following Fibnacci -Virabanka series .

3. Find out the maxima and minima reversal of higher digital numbers which may oscillate in between forming a Kuprekar constant which can be traced back to find out the reversal number of higher digital numbers.

4. Possibility of higher digital numbers can be reversed using Kuprekar costant .I am I correct?

5. Kurinchi flowers a peculiar Cidas number in every 12 years to bloom by stimulating action of Solar rays.

6. Cesidas emerges during every prime numbers 13 and 17 so also is Corona virus follow a pattern may be 2023 may be cesidas number as 7 as sum forming a prime.

7. Its probably based on patterns

8. I love it.

9. 5:18 sometimes even genius makes hilarious mistakes, -1,-2,-3…etc are not included in the set of whole number. They are more likely to be integers.

10. Such an enriching and delightful talk.
    Manjul Bhargava’s desire to help students appreciate and study maths has been befittingly rewarded by including him in the consulting committee for New Education Policy by GoI.

11. How can I meet this eminent Prof. Manjul Bhargava to discuss about NEP 2019?

12. very nice………………….keep it up

13. The cyclic symmetry also at play when drawing the hrudaya kamalam kolam. I really hope he has come across this. Hrudaya kamalam seems to be related again to the saraswati yantra by the same virahanka sequence. https://youtu.be/CEktA3l99io . https://youtu.be/Uc-VVZkIGnw

14. THIS is awesome…

15. A good video. But strickly speaking prme nubers are used for encryption key creation and authentication. Typically a block cipher is used to encrypt the data and keep it secret.

16. great video… wish had teacher like you

17. 8×0×1×1 +1 =1 (1^3)
    8×1×1×3 +3 =27 (3^3)
    8×1×3×5 +5 =125 (5^3)
    8×2×3×7 +7 =343 (7^3)
    8×2×5×9 +9 =729 (9^3)

    Very Good Video

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