1 / 17

Shift-based Pattern Matching for Compressed Web Traffic

Shift-based Pattern Matching for Compressed Web Traffic. Author: Anat Bremler-Barr, Yaron Koral ,Victor Zigdon Publisher: IEEE HPSR,2011 Presenter: Kai-Yang, Liu Date: 2011/11/2. INTRODUCTION.

julio
Télécharger la présentation

Shift-based Pattern Matching for Compressed Web Traffic

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Shift-based Pattern Matching for Compressed Web Traffic Author: Anat Bremler-Barr, Yaron Koral ,Victor Zigdon Publisher: IEEE HPSR,2011 Presenter: Kai-Yang, Liu Date: 2011/11/2

  2. INTRODUCTION • Two-thirds of the top 1000 most popular sites like Yahoo!, Google, MSN, YouTube, Facebook and others use HTTP compression to enhance the speed of their content downloads.

  3. The GZIP Algorithm • LZ77 compression LZ77 compression technique is that we can compress a series of bytes (characters) if we spot that this series of bytes has already appeared in the past. The algorithm replaces each repeated string by (distance,length) pair. For example: the text: ‘abcdefgabcde’ can be compressed to: ‘abcdefg(7,5)’; LZ77 refers to the above pair as “pointer” and to uncompressed bytes as “literals”. • Huffman Coding- reduce the symbol coding size by encoding frequent symbols with fewer bits.

  4. INTRODUCTION • Recent work (ACCH algorithm) presents technique for pattern matching on compressed traffic that decompresses the traffic and then uses data from the decompression phase to accelerate the process. • We present Shift-based Pattern matching for Compressed traffic algorithm, SPC, that accelerates MWM on compressed traffic.

  5. THE MODIFIED WU-MANBER ALGORITHM • MWM trims all patterns to their mbytes prefix, where mis the size of the shortest pattern. • MWM chooses predefined group of bytes, namely B, to determine the shift value. • MWM starts by precomputing two tables: a skip shift table called ShiftTableand a patterns hash table, called Ptrns. • The scan is performed using a virtual scan window of size m. The shift value is determined by indexing the ShiftTable with theB bytes suffix of the scan window.

  6. THE MODIFIED WU-MANBER ALGORITHM

  7. SHIFT-BASED PATTERN MATCHING FOR COMPRESSED TRAFFIC (SPC) • The bytes referred by the pointers were already scanned; hence, if we have a prior knowledge that an area does not contain patterns, we can skip scanning most of it. • Observe that even if no patterns were found when the referred area was scanned, patterns may occur in the boundaries of the pointer. • The general method of the algorithm is to use a combined technique that scans uncompressed portions of the data using MWM and skips scanning most of the data represented by the LZ77 pointers.

  8. SHIFT-BASED PATTERN MATCHING FOR COMPRESSED TRAFFIC (SPC)

  9. EXPERIMENTAL RESULTS • Data Set We collected HTTP pages encoded with GZIP taken from a list constructed from the Alexa website that maintains web traffic metrics and top-site lists. • Pattern Set Our pattern-sets were gathered from two different sources: ModSecurity , an open source web application firewall and Snort, an open source network intrusion prevention system.

  10. SPC Characteristics Analysis • In order to understand the impact of B and m we examined the character of skip ratio, Sr, the percentage of characters the algorithm skips. • The Snort pattern set contains many short patterns, specifically 410 distinct patterns of length ≤3, 539 of length 4 and 381 of length 5. • To circumvent this problem we inspected the containing rules. We can eliminate most of the short patterns by using longer pattern within the same rule or relying on specific flow parameters.

  11. EXPERIMENTAL RESULTS(Skip Ratio)

  12. EXPERIMENTAL RESULTS(Throughput)

  13. EXPERIMENTAL RESULTS(Storage)

More Related