I recently came across the issue of latency differences between HTTP and HTTPS. It got me curious and I started looking into it. To give a quick introduction to those who are new to this, HTTP stands for Hypertext Transfer Protocol and it’s a protocol for communication over the internet. Whenever somebody types something into the address bar on their browser, the browser understands the address and displays the appropriate thing. When you look at the address bar, you usually won’t see the address beginning with “http” because modern web browsers hide it. If you copy that address and paste it into a text file, you will see the full address starting with “http”. The problem with HTTP is that it is susceptible to wiretapping and other kinds of attacks. So people came with a solution and introduced HTTPS. HTTPS stands for Hypertext Transfer Protocol Secure. As the name suggests, it is secure! It’s the same HTTP protocol layered with a security protocol. Now that brings us to the main question. Will this affect the internet speed in any way? Will this be an issue when we are dealing with large amounts of traffic on the internet? Continue reading “HTTP vs HTTPS: Latency Comparison”

# Tag: Encryption

# Why Do We Need Two-Factor Authentication?

In the last couple of years, we have encountered quite a few security breaches. A lot of internet companies are being targeted with these kinds of attacks. One of the most common forms of online transactions is that you have an account that’s protected with a password. So whenever you want to access your account, you just enter your username along with the password. But the problem is that this is breakable! As in, people can technically break into these accounts. So people started thinking about different ways in which this could be prevented. Of course, choosing better passwords would help, but we need to way to fundamentally improve the security. How exactly do we do it? Do we just choose bigger and better passwords or is there something new we can do? Continue reading “Why Do We Need Two-Factor Authentication?”

# Elliptic Curve Cryptography: Part 4/4 – How Do We Use Elliptic Curves?

In the previous blog post, we discussed about elliptic curves and saw what they look like. We also looked at some of their special properties that enable it to be a good trapdoor function. But this is still very mathematical, right? The curves are great to look at and we understand general concept of elliptic curves, but how do we use them in real life? The curves denoted by those equations don’t represent the curves that are used in cryptography. In the real world, things are digitized. We need to convert things into bits and move them around quickly. So how do we do it? Continue reading “Elliptic Curve Cryptography: Part 4/4 – How Do We Use Elliptic Curves?”

# Elliptic Curve Cryptography: Part 3/4 – What Is An Elliptic Curve?

In the previous blog post, we discussed why RSA will not be sufficient anymore. We looked at how machines are getting stronger, and that we cannot rely on factorization as our primary mathematical foundation. We also talked a bit about what we are looking for in our new system, and then said a quick hello to elliptic curves. In this blog post, we will see what elliptic curves are. As always, we will keep the equations to a minimum, and instead, try to understand the underlying concept. Let’s go ahead, shall we? Continue reading “Elliptic Curve Cryptography: Part 3/4 – What Is An Elliptic Curve?”

# Elliptic Curve Cryptography: Part 2/4 – Why Do We Need It?

In our previous blog post, we discussed public key cryptography and how it works in general. The RSA is so powerful because it comes with rigorous mathematical proofs of security. The authors basically proved that breaking the system is equivalent to solving a very difficult mathematical problem. When we say “difficult”, what it means is that it would take trillions of years to break it even if all the supercomputers in the world were to work in parallel. By the way, this is just one encoded message! The problem in question here is prime number factorization. It is a very well-known problem and has been studied for a very long time. So if it’s such a difficult problem, why do we need something new? What’s the problem here? Continue reading “Elliptic Curve Cryptography: Part 2/4 – Why Do We Need It?”

# Elliptic Curve Cryptography: Part 1/4 – Why Should We Talk About It?

Elliptic curve cryptography is one of the most powerful techniques used in the field of modern cryptography. Just to be clear, elliptic curves have nothing to do with ellipses. I agree that the name can be slightly misleading, but once we discuss what elliptic curves are, it will become much clearer. So as you may have already guessed, elliptic curve cryptography (ECC) is based on the properties of elliptic curves. ECC is very useful in internet security and it is being deemed as the successor to the almighty RSA crypto system. If that didn’t make sense to you, don’t worry! We are going to discuss everything in detail. A lot of of websites are increasingly using ECC to secure everything like customer data, connections, passing data between data centers, etc. So what makes ECC so special? Is it strong enough to take over the world? Continue reading “Elliptic Curve Cryptography: Part 1/4 – Why Should We Talk About It?”

# Quantum Encryption And Black Holes – Part 2/2

In the previous post, we discussed about the concepts of quantum encryption and black holes. We also talked about how we do cryptography in the subatomic world. This blog post is a continuation of that discussion. As the title suggests, the overarching theme is the relationship between quantum encryption and black holes. Let’s continue talking about it then. Although quantum encryption looks extremely robust in theory, how practical is it? What do we know about its security and how is it related to black holes? We know that nothing can escape from black holes, so we need a way to understand more about the black holes. Continue reading “Quantum Encryption And Black Holes – Part 2/2”

# Quantum Encryption And Black Holes – Part 1/2

Is that really the title? It looks like two random things mashed up together. Doesn’t make much sense, right? Well, recent research suggests that quantum encryption and black holes may be related. A proposed mathematical proof outlines the way in which information behaves in coded messages, and this may have implications for black holes. The proof basically suggests that the radiation spit out by black holes may retain information about them. The research not only focuses on encoding communications in quantum mechanical systems, but also addresses a long-standing question for theoretical physicists: What exactly happens to all the stuff that falls into a black hole? Is it possible to retrieve any information about the black hole? Continue reading “Quantum Encryption And Black Holes – Part 1/2”

# Steganography

Let’s say that we want to communicate with someone secretly. We prefer that only the intended recipient have the ability to decode the contents of the communication. We obviously want to keep the message secret. Sounds familiar? A common solution to this problem is to use encryption. An encryption scheme takes a message and transforms it into an unreadable format so that an eavesdropper can’t read it. Now what if we don’t want anyone to find out that there is communication going on? As in, if the attackers don’t know that something is going on, then there are lesser chances of getting attacked right? How do we achieve this? Are there techniques to that allow us the hide this information? Continue reading “Steganography”

# P vs NP: The Epic Saga

P vs NP problem is one of the great unsolved problems in theoretical computer science. This problem has become broadly recognized in the mathematical community as a mathematical question because it is fundamental, important and beautiful. It is in fact one of the seven Millennium Prize Problems. If you solve this problem, you get $1 million and become really famous among mathematicians and computer scientists. If you are evil, then you can use your proof to become richer than God, then publish your proof, reject the prize money and become extremely well respected in the mathematics community! Wait a minute, really? How can I use this to become rich? Before we answer that, let’s see what exactly is the difficulty in solving the problem. Shall we? Continue reading “P vs NP: The Epic Saga”