what should I do to make my RSA signatures secure? If "plaintext RSA" is not secure, is there some sort of "RSA on steroids" I am not aware of? Could anybody tell me what is it?  I read a Wikipedia article "Digital signature". In the  chapter we can see:     ...Soon afterwards, Ronald Rivest, Adi Shamir, and Len Adleman   invented the RSA algorithm, which could be used to produce primitive   digital signatures (although only as a proof-of-concept – "plain"   RSA signatures are not secure   I searched for "rsa signature is not secure" but didn't find anything legible. Does anybody know why are RSA signatures are not secure and how can I make it secure by not doing "plain" signatures? Are there any tricks? The thing is that recently I implemented RSA in my code for my project and was so excited to see that I can sign and verify things with RSA...
The  defines multiple padding schemes for signature generation/verification ( and ),  and encryption/decryption ( and the less safe ).   Which attacks are possible on signature generation/verification and encryption/decryption if no padding mechanisms are applied, i.e. if raw RSA is used over the plaintext or hash?
Solving $x^3-y^3=xy+61$ in integers I'm trying to solve the following equation:  $$x^3-y^3=xy+61$$  I got:  $$(x-y)(x^2+xy+y^2)=xy+61$$  But I can't go any further. I am looking for a solution in integers.  I need some hints to proceed, please! Java string to date conversion Selecting a Textbox Item in a Listbox does not change the selected item of the listbox The web is littered with any number of pages () giving an existence and uniqueness proof that a pair of squares can be found summing to primes congruent to 1 mod 4 (and also that there are no such pairs for primes congruent to 3 mod 4).  However, none of the stuff I've read on the topic offers any help with actually efficiently finding (ie other than a straight search up to sqrt(p)) the concrete values of such squares.  What's the best way to actually find them ? Quaternion for beginner I have 2 points in 3d space ,point A= &lt;5,3,6> and B=&lt;8,2,3>  I want to rotate "point B" by 30 degree from point A.  how do I solve this question using quaternion.  Plz, explain the steps.... Make it possible to retract comment flags I misread the content of a comment, and flagged it. Then I realized that the comment wasn't what I had initially thought. Would it be possible to have the ability to retract comment flags, just like we have the ability to retract flags on questions and answers?  I'm aware of this &#32;. But the answer there is just that it's not possible. At the time it was not possible to retract any flags.   This is a separate  which requests that it may become possible to retract comment flags.  If I've realized a flag was a mistake, I think it's unnecessary to keep it in the queue of content the moderators have to look at. Also, it would add an unnecessary "rejected" to the flaggers statistics. Sure, people should think before they flag. But everyone makes mistakes sometimes. From some comments in the answers for  (now deleted, 10k only), there's confusion around the usage of I vs. me:  While the sentence, "the other attendees are myself and Steve," is agreed to be incorrect, there's confusion about whether the correct form is "the other attendees are me and Steve" or "the other attendees are Steve and I."  (I've always used the heuristic of removing the other people from the sentence, so I always thought "the other attendee is me" would be correct, instead of "the other attendee is I." Is this true, or am I using a flawed heuristic?) How can I return the current action in an ASP.NET MVC view? I wanted to set a CSS class in my master page, which depends on the current controller and action. I can get to the current controller via ViewContext.Controller.GetType().Name, but how do I get the current action (e.g. Index, Show etc.)? SOAP or REST for Web Services? How can I get rid of ants in an environmently friendly way? How to read ext4 partitions on Windows? Is there a way to read ext4 partitions from Windows? If so, what can I do? Good reasons to prohibit inheritance in Java? What are good reasons to prohibit inheritance in Java, for example by using final classes or classes using a single, private parameterless constructor? What are good reasons of making a method final? Where did the "Magic Blood" of the Harry Potter Universe Originate From? Is there an idiom for people who boast too much? I am looking for idioms or informal/slang/colloquial expression for some people that make you think that they are able of building a skyscraper, constructing a spaceship, playing the piano better than Mozart or something very fancy that requires remarkable skills, but when it comes to practice they prove to be completely inadequate. Why subtraction of a negative number from a positive number is addition? Eg: $a - (-b) = a + b$ When looking through the number scale I am unable to relate this, please kindly clarify ? Accessing the web page's HTTP Headers in JavaScript How do I access a page's HTTP response headers via JavaScript?  Related to , which was modified to ask about accessing two specific HTTP headers.     Related: gnome-terminal fails to start (timed out) I just upgraded from Ubuntu 16.04 to 18.04. My workflow is to connect from Windows using VcXsrv to Ubuntu (ssh with X tunneling), starting a xterm on Ubuntu. Inside the xterm I am typing gnome-terminal to get a gnome-terminal. Since the upgrade this is not working anymore. I am getting $ gnome-terminal   # Couldn't register with accessibility bus: Did not receive a reply. Possible causes include: the remote application did not send a reply, the message bus security policy blocked the reply, the reply timeout expired, or the network connection was broken.   # Error constructing proxy for org.gnome.Terminal:/org/gnome/Terminal/Factory0: Fehler beim Aufruf von StartServiceByName für org.gnome.Terminal: Zeitüberschreitung wurde erreicht    or when starting with English locale $ LANG=en_US.utf8 gnome-terminal   # Couldn't register with accessibility bus: Did not receive a reply. Possible causes include: the remote application did not send a reply, the message bus security policy blocked the reply, the reply timeout expired, or the network connection was broken.   # Error constructing proxy for org.gnome.Terminal:/org/gnome/Terminal/Factory0: Error calling StartServiceByName for org.gnome.Terminal: Timeout was reached  I am not always getting the first line, but I am always gettint the timeout error. Digging more into the issue I found out  sudo gnome-terminal works gnome-terminal works when run in a xterm when locally logged in on the PC when I am also logged in locally on the PC then gnome-terminal in the remote session's xterm opens a gnome-terminal on the local session on the PC (still getting the first error line about registering with accessibility bus) when I am also logged in over rdp (Windows network connection) then a gnome-terminal in the ssh session opens a gnome-terminal in the xrdp session when I login over rdp (Windows network connection), logoff there, then gnome-terminal can open a gnome-terminal  What can I do to get gnome-terminal in a remote session's xterm to work? Linux Command Not Functioning As Alias Use a baseline including all observations in lm() Identity involving Euler's totient function: $\sum \limits_{k=1}^n \left\lfloor \frac{n}{k} \right\rfloor \varphi(k) = \frac{n(n+1)}{2}$ Let $\varphi(n)$ be Euler's totient function, the number of positive integers less than or equal to $n$ and relatively prime to $n$.    Challenge: Prove  $$\sum_{k=1}^n \left\lfloor \frac{n}{k} \right\rfloor \varphi(k) = \frac{n(n+1)}{2}.$$   I have two proofs, one of which is partially combinatorial.    I'm posing this problem partly because I think some folks on this site would be interested in working on it and partly because I would like to see a purely combinatorial proof.  (But please post any proofs; I would be interested in noncombinatorial ones, too.  I've learned a lot on this site by reading alternative proofs of results I already know.)  I'll wait a few days to give others a chance to respond before posting my proofs.  EDIT: The two proofs in full are now given among the answers.