D.R.
Hello reader!
Not-Yet-Professor D.R. is a young, aspiring mathemagician-extroardinaire. He enjoys hiking, blowing things up, classical music (especially piano), all things tech, and being challenged mentally (not mentally challenged, mind you).
He currently attends the University of Washington, Seattle. You will find all his work in the website in the website link, or here.
Also, a shoutout to the Crusade of Answers, the only beam of hope left for those poor, sad, unanswered and unvoted questions.
A list of my interesting questions/answers:
- Product of Sines and Sums of Squares of Tangents
- Demystifying the Determinant
- The significance and acceptance of Helfgott’s proof of the weak Goldbach Conjecture
- Could *I* have come up with the definition of Compactness (and Connectedness)?
- "Continuized" Taylor Series? $\sin(x)=\sum \frac{(-1)^nx^{2n+1}}{(2n+1)!}=\int_{-1}^\infty \frac{\cos(\pi n) x^{2n+1}}{G(2n+1)}dn$?
- open to answers: Definitions of Measurability: Outer-inner measure convergence vs. Caratheodory criterion
1
answer
1
question
~392
people reached
-
Boulder, CO, United States
-
Member for 4 years, 1 month
-
3 profile views
-
Last seen 2 days ago
Communities (16)
- Mathematics 4.6k 4.6k 22 gold badges1515 silver badges3939 bronze badges
- Computer Science 584 584 44 silver badges55 bronze badges
- TeX - LaTeX 353 353 11 silver badge1313 bronze badges
- Music: Practice & Theory 305 305 11 silver badge1616 bronze badges
- Mathematics Educators 241 241 11 silver badge66 bronze badges
- View network profile
Top network posts
- 46 P = NP clarification
- 40 What do cones have to do with quadratics? Why is 2 special?
- 31 Manual calculation doesn't match Wolfram Alpha. Why?
- 26 Could *I* have come up with the definition of Compactness (and Connectedness)?
- 18 "Continuized" Taylor Series? $\sin(x)=\sum \frac{(-1)^nx^{2n+1}}{(2n+1)!}=\int_{-1}^\infty \frac{\cos(\pi n) x^{2n+1}}{G(2n+1)}dn$?
- 18 The significance and acceptance of Helfgott’s proof of the weak Goldbach Conjecture
- 12 What is a good way to introduce Euler's totient function?
- View more network posts →
Top tags (5)
Score
3
Posts
2
Score
3
Posts
1
Badges (9)
Gold
—
Silver
4