How to add a package in overleaf
What are good learning resources for a LaTeX beginner?
Do I need a transit visa for Malaysia? I am an Indian passport holder travelling from China to India via Kuala Lumpur, on Air Asia tickets bought separately. The layover is 4 hours and 30 minutes.  Do I need a transit visa? Why don't the heads of phospholipid bilayers repel hydrophobic molecules? How to compute the integral $\int_{0}^{\infty} \frac{x^{1/3}}{1+x^{2}} \ dx$ I want to compute this integral $$\displaystyle\int_{0}^{\infty} \frac{x^{1/3}}{1+x^{2}} \ dx$$  What I did was the following. I substituted $x=t^{6}$, so that my $dx= 6t^{5} \ dt$ and so the integral changes to $$\int_{0}^{\infty} \frac{t^2}{1+t^{12}} \cdot 6 t^{5} \ dt =6 \cdot \int_{0}^{\infty} \frac{t^7}{1+t^{12}} \: dt$$  Now If I substitute $t^{4}=v$ then what I will be having is the following integral $$\frac{6}{4}\cdot \int_{0}^{\infty} \frac{v}{1+v^{3}} \ dv$$  Now I can write $1+v^{3} = (1+v) \cdot (1-v+v^{2})$ and so I have   \begin{align*} \int_{0}^{\infty} \frac{v}{1+v^{3}}\: dv &amp;= \int_{0}^{\infty}\biggl[\frac{1}{3}\cdot \frac{v+1}{1-v+v^{2}} - \frac{1}{3} \cdot \frac{1}{1+v}\biggr]\: dv \end{align*}  Now the point is that the integral of $1/(1+v) \to \infty$, so I am not sure if this is the right way to do. Can anyone suggest anything? Installing Numpy on 64bit Windows 7 with Python 2.7.3 Multiplication of matrices &mdash; taking the dot product of the $i$th row of the first matrix and the $j$th column of the second to yield the $ij$th entry of the product &mdash; is not a very intuitive operation: if you were to ask someone how to mutliply two matrices, he probably would not think of that method. Of course, it turns out to be very useful: matrix multiplication is precisely the operation that represents composition of transformations. But it's not intuitive. So my question is where it came from. Who thought of multiplying matrices in that way, and why? (Was it perhaps multiplication of a matrix and a vector first? If so, who thought of multiplying them in that way, and why?) My question is intact no matter whether matrix multiplication was done this way only after it was used as representation of composition of transformations, or whether, on the contrary, matrix multiplication came first. (Again, I'm not asking about the utility of multiplying matrices as we do: this is clear to me. I'm asking a question about history.) Run apt-get without sudo Number of bins when computing mutual information I want to quantify the relationship between two variables, A and B, using mutual information. The way to compute it is by binning the observations (see example Python code below). However, what factors determines what number of bins is reasonable? I need the computation to be fast so I cannot simply use a lot of bins to be on the safe side.  from sklearn.metrics import mutual_info_score  def calc_MI(x, y, bins):     c_xy = np.histogram2d(x, y, bins)[0]     mi = mutual_info_score(None, None, contingency=c_xy)     return mi Run command on another(new) terminal window How to run any command in another terminal window?  Example: I opened one terminal window and if I run command like apropos editor, then it run and out-puts on that window. But I want to run same command on another terminal window (new window) instead on present window from first terminal.   Further clarification:  I need suggest-command &lt;command&gt; that open new terminal window and run mentioned &lt;command&gt; in that (newly opened) window. (where suggest-command is example of suggestion of command.)  How to do that? Calculate first difference by group in R How to re-enable tray icons for applications in Ubuntu? I see a lot of questions comparing full frame (e.g EF for Canon, FX for Nikon) and crop lenses (e.g. EF-S for Canon, DX for Nikon) but I can't find the answer to what would be the differences between the photos taken with say a 50mm f/1.4 EF and EF-S lenses both used with   same APS-C sensor sized camera same ISO same f/1.4 f-stop same focal length same shutter speed   What would be the resulting differences in the photos? Which one would   be brighter than the other due the EF-S lens concentrating the light more? no that's wrong. Both put the same amount of light from the same FoV on the sensor. have greater depth-of-field? neither less problems towards the edges? generally the full frame more lens flare? generally the full frame lens unless there is, or you provide more shading anything else? not really, unless you start down the road of which one is typically of better build quality.   Edit: Added the answers from what seems to be the general consensus from the multiple answers and comments.  Results: My desire to buy a fast medium-high quality lens compatible with both full frame and crop camera's doesn't have to be hampered by the APS-C sensor size of my current camera.  This means I'm willing to part with more money to get a higher performance/quality lens as the performance/quality will be useful now and when I upgrade my camera.  Though reading reviews of some full frame lenses with short focal lengths, look out, as some are really only made to perform well on crop cameras even though they fit on a full frame camera and will give you a full frame picture, the edge quality is very bad. Applied boolean modifier leaving shading artifacts with flat shading I tried to manipulate a cube with the Boolean modifier. I tried to cut out an edge of the cube with a cylinder. Also, the shading result looks awful in FLAT SHADING mode, so I turned on SMOOTH SHADING.   Has anyone an idea how to achieve a better result. (I also cut out a Sphere first, this made the result less awful).   I used Blender Internal and rendered with smooth shading for smoothness.  Using flat shading looks okay, except the "round" cutouts :/  Face normals are okay.  First image is smooth shading.    EDIT: User Pisurquatre suggested the EdgeSplit modifier, works perfect to me (Maybe a little tweaking here and there): What GUI applications are there to assist in generating graphics for TeX? Best Method to SFTP or FTPS Files via SSIS This question originally asked which is the best method for uploading files via SFTP or FTPS in SSIS.  It now just lists the pros and cons of each solution.  I personally use CozyRoc's SFTP library these days, but I've used each of the below solutions at one point or another.  SSIS COMPONENT LIBRARY  Method: Install a SSIS component library from , , , , or some other vendor on each development and production server and use the SFTP task to upload the files.  Pros: Easy to use.  It looks, smells, and feels like a normal SSIS task.  SSIS also recognizes the password as sensitive information and allows you all the normal options for protecting the sensitive information instead of just storing it in clear text in a non-secure manner.  Works well with other SSIS tasks such as ForEach Loop Containers.  Errors out when uploads and downloads fail.  Works well when you don't know the names of the files on the remote FTP site to download or when you won't know the name of the file to upload until run-time.  Cons: With the exception of the Codeplex solution, this costs money to license in a production environment.  Requires installing the libraries on each development and production machine.  If it is the Codeplex solution, then you are using software that isn't supported by any specific vendor.  This also makes you dependent upon the vendor to update their libraries between each version.  For instance, before 2008 RTM'd, I was developing a new server on a CTP version of 2008 and the CozyRoc 2005 library was incompatible with it.  Eventually they released a 2008 compatible version, but I had to temporarily use the command line solution to work around this issue.    COMMAND LINE SFTP PROGRAM  Method: Install a free command-line SFTP application such as Putty and WinSCP and execute it either by running a batch file or operating system process task.  Instructions for doing this via WinSCP are listed .  Pros: Free, free, and free.  You can be sure it is secure if you are using Putty since numerous GUI FTP clients appear to use Putty under the covers.  You DEFINATELY know you are using SSH2 and not SSH.  Cons: The two command-line utilities I tried (Putty and Cygwin) required storing the SFTP password in a non-secure location.  I haven't found a good way to capture failures or errors when uploading files.  The process doesn't look and smell like SSIS.  Most of the code is encapsulated in text files instead of SSIS itself.  Difficult to use if you don't know the exact name of the file you are uploading or downloading.  A 3RD PARTY C# or VB.NET LIBRARY  Method: Install a SFTP or FTPS library and use a Script Task that references the library to upload the files.  (I've never tried this, so I'm going to guess at the pros and cons)  Pros: Probably easy to capture errors.  Should work well with variables, so it would probably be easy to use even when you don't know the exact name of the file you are uploading or downloading.  Cons: It's a script task combined with .NET libraries.  If you are using SSIS, then you probably are more comfortable with SSIS tasks then .NET code.  Script tasks are also difficult to troubleshoot since they don't have the same debugging tools and features as regular .NET projects.  Creates a dependency on 3rd party code that may not work between different versions of SQL Server.  To be fair, it is probably MORE likely to work between different versions of SQL Server than a 3rd party SSIS task library.  Another huge con -- I haven't found a free C# or VB.NET library that does this as of yet.  So if anyone knows of one, then please let me know! Prove that the point of intersection of the diagonals of the trapezium lies on the line passing through the mid-points of the parallel sides Prove,by vector method,that the point of intersection of the diagonals of the trapezium lies on the line passing through the mid-points of the parallel sides.    My Attempt: Let the trapezium be $OABC$ and that the O is a origin and the position vectors of $A,B,C$ be $\vec{a},\vec{b},\vec{c}$.Then the equation of $OB$ diagonal is $\vec{r}=\vec{0}+\lambda \vec{b}................(1)$ And equation of $AC$ diagonal is $\vec{r}=\vec{a}+\mu(\vec{c}-\vec{a}).......(2)$ And the equation of the line joining the mid points of $OA$ i.e.$\frac{\vec{a}}{2}$ and $BC$ i.e. $\frac{\vec{b}+\vec{c}}{2}$ is $\vec{r}=\frac{\vec{a}}{2}+t(\frac{\vec{b}+\vec{c}}{2}-\frac{\vec{a}}{2}).........(3)$. Here $\lambda,\mu,t$ are scalars. I do not know how to solve $(1)$ and $(2)$ and put into $(3)$ to prove the desired result. Please help me.Thanks. Do subdomains help/hurt SEO? Prove that a topological space equipped with a delta-complex structure is Hausdorff Why does a free-falling body experience no force despite accelerating? I have a table that is very wide. Now I want to force it into one landscape page. I already set the page orientation to landscape but now I don't know how to force it into one page with scaling. Any hints? This is a question that arose in the comments here:   I normally hide footnotes from the TOC by doing this:  \section[title]{title\footnote{This is a footnote.}}.   This works in a lot of document classes (memoir, article, ...), but not in all of them. amsbook, for example, uses the optional argument only for the running heads so the footnote mark still ends up in the TOC. So what is the 'universal solution'?