|By Gilad Parann-Nissany||
|June 4, 2014 12:00 PM EDT||
Suppose you want to hire someone to do a job for you, but you suspect she might leak sensitive details of your business to your enemies. The immediate solution: don’t hire her. But real life is often not so clear cut. Your prospective employee may be very good at a particular job, and you don’t want to lose her skills; while the risk that she turns bad may be low and you need the job done.
This general real life problem has had many solutions over the centuries. People have written contracts with confidentiality clauses, threatened court action, come up with rules for the workplace, tried to instill pride in their workforce, and sometimes they’ve even begged for good behavior.
One particularly nice concept: suppose you could give the job to the talented lady, but seal it in an opaque black sack. She wouldn’t be able to see inside, but would manipulate pieces by putting her hands into the dark sack to get the job done. This way, she would use her talents without discovering your secrets.
The disadvantage is obvious: very few jobs can actually be done blindly, without knowledge and mutual trust. But there are real life examples of the black bag approach. For example, spies work in “cells” designed so that they know as little as possible about other “cells.”
Cloud computing and homomorphic encryption
Cloud computing can suffer from some of the problems we described above. Suppose you have sensitive data information: health data, financial data, or military secrets. And imagine you need to use a cloud “as a service” solution that takes your data and produces a report. The goal is to compare all the pieces of data and find the “important flukes.” In healthcare, an important fluke could be overpayment for a patient’s treatment. In finance, it could be a credit card fraud event. In the military, it could be data about a cyber-attack hiding between normal pieces of data.
In each of these cases, the “normal” data is sensitive: health, money, “normal” military activity. Still, for valid reason, you cannot do the analysis yourself in your own “secure” space. Somebody else has the expertise to do this particular analysis for you, and is using cloud computing because the job involves massive amounts of computational power.
Your find yourself with sensitive data in a cloud, on servers you do not own, and a programs running there which you may not own either.
Cloud encryption is always about hiding secrets.
You take a bunch of readable data and make it unreadable by scrambling the characters and numbers in the data so they don’t make sense. Only someone who has the “encryption key” can reverse the process, decrypt the data, and make it readable again. A typical decryption key could be 64 random characters long, yet by using known encryption techniques (like AES, “Advanced Encryption Standard”), that key can make terabytes completely scrambled and unreadable. Only if you have those 64 characters, the key, can you reverse the process and make the terabytes readable again.
In our case, however, there is a twist. We want the data to be completely unreadable, but we want the program mentioned before (the one running on servers you do not own and doing a job that requires expertise and computing power the cloud provides) to be able to do its job.
Ideally, we want the program to do its job on data that is always encrypted (and remains encrypted) and successfully come up with a useful result.
Homomorphic encryption makes this possible. Homomorphic encryption is a set of encryption techniques that will scramble the data based on a key, but allow a program to do some useful work on the unreadable encrypted data. The program cannot understand the data, but it can do something useful on it, without giving it away: an opaque black sack for cloud computing.
Steps to homomorphic encryption: examples of “something useful”
People have started figuring out useful things that can be done to encrypted data by taking a practical approach. Instead of saying that anything can be done in the black sack, people are starting out by saying that something can be done. Here are some examples of “something:”
- A specific statistical function, perhaps taking the average of two numbers.
Both numbers are encrypted and the result is also encrypted. Only the holder of the encryption key can know the real values of the numbers and the result. However, a machine in the cloud can take the encrypted values and average them, sending an encrypted result back to the “owner.” The owner can then decrypt that result back at home.
- Searching a person’s genome data to find whether that person has a specific gene that is especially harmful to health while protecting privacy.
The data that describes the genome is encrypted as is the description of the specific gene being searched. Both are uploaded to the cloud servers and the result comes back: the gene is either found or not. But only the person who owns the encryption key knows the genome (and the identity of the human being with that genome); and only they know what they were looking for. Was it a gene that may signal cancer? Or perhaps a gene that may signal high blood pressure? Only they know.
Techniques like these have been described in academic literature. They have not yet been commercialized, but they can really work. You’ll notice that the researchers have been smart. They focused on a useful and specific problem that can most likely be solved. This is sometimes called “partially homomorphic encryption” and sometimes called “somewhat homomorphic encryption” because the scheme is constructed with one focused goal in mind. It doesn’t try to solve everything.
Fully homomorphic encryption
A more ambitious approach is fully homomorphic encryption (FHE). The Holy Grail is to encrypt any data for any purpose, so that a program running on cloud servers could do almost anything to the data and generate useful results. But only the owner of the data could actually understand the data and understand the result, because only the owner has the key. The running cloud servers would run on encrypted data and produce an encrypted result.
This would be great to have. Recently, Gentry made progress in this field by showing that any function that is made up of additions and multiplications can be computed on homomorphically encrypted data, using what has naturally become called the Gentry scheme.
“Any combination of additions and multiplications” really is quite a lot – in fact almost any math function can be broken down into additions and multiplications, so Gentry’s result is quite strong.
However, there are some practical limitations that have thus far, stopped us from using FHE. One is performance; which can be billions of times slower than the “somewhat” or “partial” approach. Though it is currently being worked on, a big gap persists.
Another limitation to FHE is the kind of problem it can solve. Suppose you wanted to use FHE with a medical expert system. Such systems work more with questions and answers then with addition and multiplication. They try to diagnose a disease based on gathering patient information, applying some logical rules and then asking more questions. This is a logical process and a major part of it is interactive – asking questions and learning. The best of these systems also constantly change their rules, as they learn more about how patients and diseases really work. Is a learning system based on rules and interactive back-and-forth questions and reasoning – easily broken down into addition and multiplication?
So FHE has limitations based on performance and limitations based on type of problem it might solve.
Are there any commercial implementations of homomorphic encryption?
The world’s first commercial implementation is Homomorphic Key Management, a “partially homomorphic” approach. Homomorphic Key Management is focused on the specific problem of encrypting the encryption keys themselves and keeping them safe and secret in the cloud, while still being able to use them for encrypting data. This work was done by Porticor in 2011-2012 and a commercial product entered the market at the end of 2012.
Several academic teams are now working on bringing additional “somewhat homomorphic” approaches to market, though as far as we know, none other has yet been commercialized. We hopefully look toward the coming years to produce commercial results relevant to the study of many fields, such as genomics and specific computations within databases.
In parallel, Academia continues to work hard on making FHE more efficient.
The post Homomorphic Encryption and Cloud Security: The Practicalities appeared first on Porticor Cloud Security.
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