Reputation
39,205
Next tag badge:
94/100 score
26/20 answers
Badges
2 26 46
Newest
 analysis
Impact
~272k people reached

5h
comment Lower bound on convergence in probability
In what direction? @Wintermute
6h
comment finding the vector function
As $2\left<R'(0), R(0)\right> = 2\left<(1,0,-2),(0,5,3)\right> = 2 \cdot (-6) = -12$, no. Just multiply one factor by two, not both, in this way you multiplied the product by four, instead of two.
6h
answered Lower bound on convergence in probability
6h
comment What does R[-a,a] represent?
Context would be very helpful. It could mean that $f \colon [-a,a] \to \mathbf R$ is any function having a property "R..." starting with R. For example (the first that came to my mind) Riemann-integrability.
6h
answered finding the vector function
6h
reviewed No Action Needed Derivatives of semi-elasticities
6h
reviewed Leave Open Proving by induction on the number of vertices that: every acyclic simple graph is bipartite
6h
reviewed Close Is there any proof of the fundamental theorem of algebra that is preferred? In any given proof what makes it so intriguing?
6h
reviewed Close Connection between Functional Analysis and Quantum Physics
6h
reviewed Leave Open How many terms does it take in the expansion of arctan(x) to get pi to 10 decimal places?
6h
reviewed Leave Open limit of a function raised to another function
6h
reviewed Leave Open My dilemma about $0^0$
6h
reviewed Leave Open Integral domain and ideal of ring
6h
reviewed Leave Open Help with setting up this double integral
7h
comment limit of a function raised to another function
@AlexR It does, look at this plot for $x \to 0$.
7h
answered Inner Product Space and Linear Mapping Theorem
7h
comment There is an estimation of a $ \sum_{x\in\mathbb{F}_p} \left(\frac{a_{n}x^n+a_{n-1}x^{n-1}+…a_0}{p} \right) \le (n-1)\sqrt{p}$
What order do you consider on $\mathbf F_p$?
7h
comment How to calculate full width half max of this curve
Why don't the units make sense? If we can add $\tau^{-2}$ and $(\omega_0 - \omega)^2$, they seem to have the same units, hence it should also be possible to add $\omega_0$ and $\tau^{-1}$.
9h
answered Determine whether or not $\neg q \to \neg (q \land (p \to \neg q))$ is a tautology
9h
answered Does the definition of eigenvalues work for non-injective linear maps?