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# On the Behavior of 2d Transformations in Internet Explorer
In my work on the box2d and web worker modules in gwtns, I’ve needed the ability to put things up on the screen. To really make sure I was doing the word “overkill” justice, I decided to use my old TransformedElement module for that purpose. This has given m... | {} |
UrlLinker is a PHP module for converting plain text snippets to HTML, and any web addresses in the text into HTML hyperlinks.
Usage:
print(htmlEscapeAndLinkUrls($text)); For a longer example, see UrlLinker-example.php. UrlLinker assumes plain text input, and returns HTML. If your input is already HTML, but it contain... | {} |
Now showing items 1-20 of 56
• #### Amazon Forest Response to Changes in Rainfall Regime: Results from an Individual-Based Dynamic Vegetation Model
(2014-02-25)
The Amazon is the largest tropical rainforest in the world, and thus plays a major role on global water, energy, and carbon cycles. However, it is still un... | {} |
# STM publishing: tools, technologies and changeA WordPress site for STM Publishing
9Jan/11Off
## A minimal LuaTeX setup on Windows (Part 1)
#### Posted by Graham Douglas
The LuaTeX executable (luatex.exe) can be installed as part of mainstream TeX distributions such as TeX Live or, for Windows users, MiKTeX. Howev... | {} |
Inserting Variables in Strings
var text = "some text";
Console.WriteLine("{0}", text);
// This will print on the console "some text"
In this case we are using a placeholder - {x}, where x is a number (larger than or equal to 0), corresponding to the position on which we have placed our variable. Therefore if we inse... | {} |
x2
Properties
+
Equations
# The Substitution Method
Quick Navigation Video Lectures Dynamic Practice
There are two methods we can use to find the intersection of two lines: the substitution method and the addition method. Of the two, the substitution method is definitely the easiest as long as you can avoid bringing... | {} |
### Approximating Pi
By inscribing a circle in a square and then a square in a circle find an approximation to pi. By using a hexagon, can you improve on the approximation?
### Spokes
Draw three equal line segments in a unit circle to divide the circle into four parts of equal area.
# Mean Geometrically
##### Age ... | {} |
# symmetrized partial sums for $\zeta(s)$ and $\eta(s)$ in the critical strip
$\def\Re{\operatorname{Re}}$ We start with
$$\zeta(s)=\sum_{n=1}^{\infty}\frac{1}{n^s}\qquad \Re(s)>1\tag{1}$$
$$\zeta(1-s)=\sum_{n=1}^{\infty}\frac{1}{n^{1-s}}\qquad \Re(s)<0\tag{2}$$
$$\eta(s)=\sum_{n=1}^{\infty}\frac{(-1)^n}{n^s}\qquad... | {} |
GATE Resources Gate Articles Gate Books Gate Colleges Gate Downloads Gate Faqs Gate Jobs Gate News Gate Sample Papers Training Institutes
GATE Overview Overview GATE Eligibility Structure Of GATE GATE Coaching Centers Colleges Providing M.Tech/M.E. GATE Score GATE Results PG with Scholarships Article On GATE Admissio... | {} |
## Physics (10th Edition)
$t=12.5s$
We know $\alpha=-4rad/s^2$, $\omega=-25rad/s^2$ and $\theta=0$ We know that $$\theta=\omega_0t+\frac{1}{2}\alpha t^2$$ However, we also have $\omega_0=\omega-\alpha t$ Therefore, $$\theta=(\omega-\alpha t)t+\frac{1}{2}\alpha t^2$$ $$\theta=\omega t-\alpha t^2+\frac{1}{2}\alpha t^2$$... | {} |
That is what I envision. Then you have the vehicle I will build. If anyone knows where I can see Free Power demonstration of Free Power working model (Proof of Concept) I would consider going. Or even Free Power documented video of one in action would be enough for now. Burp-Professor Free Power Gaseous and Prof. Swut ... | {} |
# zbMATH — the first resource for mathematics
Approximation in compact Nash manifolds. (English) Zbl 0873.32007
Let $$\Omega\subset \mathbb R^n$$ be a compact Nash manifold, $$\mathcal N(\Omega)$$ and $$\mathcal O(\Omega)$$ the rings of global Nash and global analytic functions on $$\Omega.$$
The main result of this p... | {} |
# Understanding comparisons of clustering results
I'm experimenting with classifying data into groups. I'm quite new to this topic, and trying to understand the output of some of the analysis.
Using examples from Quick-R, several R packages are suggested. I have tried using two of these packages (fpc using the kmeans... | {} |
# HSN-VM
Number and Quantity—Vector and Matrix Quantities
## Clusters
HSN‑VM.A Represent and model with vector quantities.
HSN‑VM.B Perform operations on vectors.
HSN‑VM.C Perform operations on matrices and use matrices in applications. | {} |
3 deleted 1 characters in body
Riemann's original paper Ueber Über die Anzahl der Primzahlen unter einer gegebenen Grösse (On the Number of Primes Less Than a Given Magnitude), 1859, is definitely a master well worth reading. In just 8 or so pages he shows how useful the zeta function is for questions about the primes... | {} |
# Stratified Sampling Questions, Worksheets and Revision
Level 6 Level 7
Navigate topic
## What you need to know
Stratified sampling is a method we can use to make our sample more representative. By separating the population into groups (age groups, genders, etc.) called strata, we can then ensure that the number of... | {} |
# Does cargo balance affect fuel efficiency in commercial aviation?
Positioning cargo such that the center of gravity of the plane is within a certain range is essential, but is there any advantage to having the center of gravity closer to some ideal point within the acceptable envelope?
Would additional control surf... | {} |
# Darboux Theroem
• February 1st 2010, 05:39 AM
derek walcott
Darboux Theroem
Let K be a D-domain and let f:K-->R be differentiable on the interval [a,b] as they are a subset of K. (a<b)
Let x be an element of (a,b). Show that lim (y-->x+) f'(y) and lim (y-->x-) f'(y) both exist then f' must be continuous at x.
Any ... | {} |
### Home > GB8I > Chapter 7 Unit 8 > Lesson INT1: 7.1.4 > Problem7-51
7-51.
Multiple Choice: The point $A(–2, 5)$ is rotated $90º$ counterclockwise ($↺$) about the origin. What are the new coordinates of point $A′$?
1. $(2, 5)$
1. $(5, –2)$
1. $(2, –5)$
1. $(–5, –2)$
When you rotate counterclockwise $(x, y) → (−... | {} |
Counting Functions
Total Number of Functions
Suppose $$A$$ and $$B$$ are finite sets with cardinalities $$\left| A \right| = n$$ and $$\left| B \right| = m.$$ How many functions $$f: A \to B$$ are there?
Recall that a function $$f: A \to B$$ is a binary relation $$f \subseteq A \times B$$ satisfying the following pr... | {} |
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