5,595 reputation
21039
bio website linkedin.com/in/…
location London, United Kingdom
age 19
visits member for 2 years, 6 months
seen 1 hour ago

C++ Programmer with a background in VB.NET and Java. Knows x86 ASM. Some experience of game development.

Interests in Physics, Mathematics and Medicine.

Currently studying for an MPhys at the University of Oxford.

Working on producing a C++AMP numerics library with useful primitives and functions to help developers in scientific fields take advantage of GPGPU programming using simple C++ template


Nov
20
comment Number of Outcomes containing same number of Heads and Tails
@user3813179 It's somewhat hard to explain, but it would not be $\binom{10}{2}$; I've updated my answer to the question to elaborate a bit more, let me know if you have any more questions
Nov
20
revised Number of Outcomes containing same number of Heads and Tails
added 726 characters in body
Nov
20
answered Number of Outcomes containing same number of Heads and Tails
Nov
20
revised What is the probability that a fair coin comes up tail three out of four flips?
added 595 characters in body
Nov
20
answered What is the probability that a fair coin comes up tail three out of four flips?
Nov
19
comment Calculating line integral over this vector field?
@tokola What did the textbook answer say?
Nov
19
answered Calculating line integral over this vector field?
Nov
17
revised Optimization problem - Trapezoid under a parabola
edited tags
Nov
17
comment With the help of Schwarz inequality for Vectors. Show that function p1 is linearly dependent on function p2.
Are you defining $(f|g)$ as your inner product on $L^{2}_{w}[a,b]$? That is, do you have: $$(f|g) \triangleq \int_{a}^{b} \overline{f(x)}g(x)w(x)\:\mathrm{d}x$$
Nov
13
asked How to compute the inner product of a Hermite polynomial with itself
Nov
12
asked Finding eigenfunctions and eigenvalues to Sturm-Liouville operator
Nov
4
reviewed Approve suggested edit on Is this “by symmetry” statement valid?
Nov
4
reviewed Approve suggested edit on Are $\sin(\alpha\beta)$ and $\sin(\alpha^{\beta})$ expressible in terms of $\sin(\alpha)$ and $\sin(\beta)$?
Nov
4
reviewed Approve suggested edit on Confirm solution to chapter 2, Problem 18 in Rudin's book: principals of mathematical analysis
Nov
3
revised Is it possible to write a sum as an integral to solve it?
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Oct
30
reviewed Approve suggested edit on How to prove this inequality $\frac{a_{1}a_{2}+a_{2}a_{3}+\cdots+a_{n-1}a_{n}}{a^2_{1}+a^2_{2}+\cdots+a^2_{n}}\le\cos{\frac{\pi}{n+1}}$
Oct
30
reviewed Approve suggested edit on a proof for a probably common problem?
Oct
30
revised Why is $\vec{s}=\frac{\vec{r}}{V^\frac{1}{3}} \Leftrightarrow d\vec{s}=\frac{d\vec{r}}{V}$?
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Oct
21
reviewed Approve suggested edit on Mathematics Model for measuring the evenness of a distribution
Oct
17
reviewed Approve suggested edit on Combination of quadratic and cubic series