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Martin Sleziak
6:06 PM
There are some
meta-tags
, such as
homework
, which should not be standalone - they should only be used in combination with other tags.
It's better to keep eye on this as new questions appear, but perhaps it is also useful to retag older questions correctly.
Older questions tagged only homework can be found using
this
.
It is useful to know that data.SE contains the data which might be up to 2 months old, IIRC.
(The database is not updated very frequently.)
Anyway, here are the questions that were found using that query:
Property of Pascal Triangle
Coupled Torsion Pendulum Eigenvectors
how many of relavites are female
$V_{RMS}$ with sinusoidal voltage source seems unintuitive
Steady State Heat Transfer
Finding Poles and Zeros in the Z-Domain
Calculating "deseasonalised sales y\"" when forecasting 2004Q1-2004Q2
Tourette's + Math + My Genetics == FAIL!
Why is $a$ and $b$ coprime if $a\equiv 1 \mod{b}$?
Finding taking-off Speed? Help
Cracking Playfair code with simulated annealing algoorithm.....
Sequence of analytic fns on open unit disk, $\lim_{k\rightarrow \infty}\sum_{n=0}^{\infty}a_n(k)z^n = \sum_{n=0}^{\infty}a_n z^n$
optimization for velocity estimation
simplify $(a_1 + a_2 +a_3+... +a_n)^m$
System of equations of 3rd degree
affine and linear hyperplanes of a dichotomy.
Finding the same position in a grid
infinity geometric series
Problems with the number $0$
Resolution of a non-homogeneous heat equation
Graph Problems(Euler,Hamilton,Color)
Power Series Expansion Problem Analysis
Roots of Unity in fields
Creating possibilites of a mathematical problem?
Accounting Help: Year-End Adjusting Entries
Travelling with a car at low costs
problem : Find the number of functions
The question is about Elasticity
Polynomial of at least degree 3 for this Cauchy Problem
Expectation of a function
How to show that derivative of $\phi(v)$ with respect to v is $\frac{d \phi}{d v}= \frac{a}{2}(1-\phi^2(v))$
Does activation function mean those triangles in the picture? What are class boundaries? How would you define activation function sign?
Finding a continuous function such that:
Trigonometric identity, possible error
Discrepancy in the Application of the Identity $\sum_{n=-\infty}^\infty f(n) = -\sum_{j=1}^l \operatorname{Res}(g;a_j)$
How did they get this solution?
Differentiablity and Taylor polynomials
Limits and Derivatives
$1 - (-k \lambda) + (k\lambda)^2 /2 = (k\lambda +O(k\lambda^2))$?
What is the sum of this?
Find the natural number $x$ from this equality. How to solve this type of exercises?
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