Data Integrity During a File Copy
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Ocaml Standard Library Ocaml V
OCaml Standard Library OCaml v. 3.12.0 | June 7, 2011 | Copyright c 2011 OCamlPro SAS | http://www.ocamlpro.com/ Standard Modules module List module Array Basic Data Types let len = List.length l let t = Array.create len v let t = Array.init len (fun pos -> v_at_pos) Pervasives All basic functions List.iter (fun ele -> ... ) l; let v = t.(pos) String Functions on Strings let l' = List.map(fun ele -> ... ) l t.(pos) <- v; Array Functions on Polymorphic Arrays let l' = List.rev l1 let len = Array.length t List Functions on Polymorphic Lists let acc' = List.fold left (fun acc ele -> ...) acc l let t' = Array.sub t pos len Char Functions on Characters let acc' = List.fold right (fun ele acc -> ...) l acc let t = Array.of_list list Int32 Functions on 32 bits Integers if List.mem ele l then ... let list = Array.to_list t Int64 Functions on 64 bits Integers if List.for all (fun ele -> ele >= 0) l then ... Array.iter (fun v -> ... ) t; Nativeint Functions on Native Integers if List.exists (fun ele -> ele < 0) l then ... let neg = List.find (fun x -> x < 0) ints Array.iteri (fun pos v -> ... ) t; Advanced Data Types let negs = List.find all (fun x -> x < 0) ints let t' = Array.map (fun v -> ... ) t let t' = Array.mapi (fun pos v -> ... ) t Buffer Automatically resizable strings let (negs,pos) = List.partition (fun x -> x < 0) ints let ele = List.nth 2 list let concat = Array.append prefix suffix Complex Complex Numbers Array.sort compare t; Digest MD5 Checksums let head = List.hd list Hashtbl Polymorphic Hash Tables let tail = List.tl list let value = List.assoc key assocs Queue Polymorphic FIFO module Char Stack Polymorphic LIFO if List.mem assoc key assocs then .. -
Bulk Data Migration Using Robocopy
Bulk Data Migration Using Robocopy Created by: Nasuni Support Last update: 6/14/2011 Contents Overview...................................................................................................................................................................... 2 Using Robocopy to copy data to the Nasuni Filer....................................................................................... 2 2011 © Nasuni Corporation. All Rights Reserved Resizing the Cache and Snapshots Disks in Nasuni Filer v2.7 Robocopy and the Nasuni Filer cache ............................................................................................................. 2 Conclusion ................................................................................................................................................................... 3 Overview The information in this document applies to Nasuni Filer 2.x versions. It explains how to use Robocopy, a Microsoft Windows tool, to migrate data from a Windows file server to the Nasuni Filer. Robocopy has been bundled with Windows operating systems since Vista and Server 2008. Using Robocopy to copy data to the Nasuni Filer Robocopy is a Windows command line tool. To migrate data to the Nasuni Filer using Robocopy follow the steps below. 1. Identify the data set you want to migrate to the Nasuni Filer 2. Create/locate a share on the Nasuni Filer to write your data set to 3. Run cmd.exe 4. Run the command below from the source server’s command line. robocopy (path to source data) (path to Filer share) -
Hash Functions
Hash Functions A hash function is a function that maps data of arbitrary size to an integer of some fixed size. Example: Java's class Object declares function ob.hashCode() for ob an object. It's a hash function written in OO style, as are the next two examples. Java version 7 says that its value is its address in memory turned into an int. Example: For in an object of type Integer, in.hashCode() yields the int value that is wrapped in in. Example: Suppose we define a class Point with two fields x and y. For an object pt of type Point, we could define pt.hashCode() to yield the value of pt.x + pt.y. Hash functions are definitive indicators of inequality but only probabilistic indicators of equality —their values typically have smaller sizes than their inputs, so two different inputs may hash to the same number. If two different inputs should be considered “equal” (e.g. two different objects with the same field values), a hash function must re- spect that. Therefore, in Java, always override method hashCode()when overriding equals() (and vice-versa). Why do we need hash functions? Well, they are critical in (at least) three areas: (1) hashing, (2) computing checksums of files, and (3) areas requiring a high degree of information security, such as saving passwords. Below, we investigate the use of hash functions in these areas and discuss important properties hash functions should have. Hash functions in hash tables In the tutorial on hashing using chaining1, we introduced a hash table b to implement a set of some kind. -
Preparation of Papers in Two-Column Format
Protecting Media Production Companies against Ransomware Rob Gonsalves Avid Technology, Inc. Burlington Massachusetts [email protected] Abstract - Ransomware, a type of malicious software designed to block access to digital assets until a sum of money is paid, represents a growing threat for media production companies, as digital media assets are a valued target for hackers. To protect their media assets and mitigate the risk of these types of attacks, companies can implement a set of security policies, procedures and systems. Deploying and operating Disaster Recovery (DR) systems with specific safeguards against ransomware will help companies retrieve valuable files without having to pay FIGURE 1 - INITIAL RANSOMWARE ATTACK cyber-criminals. This paper will discuss the growing threat of ransomware to media companies and cover the key The initial attack often comes when a user inadvertently concepts for understanding and building security and DR downloads and installs malware from a website. After systems with specific safeguards against ransomware. installation, the ransomware quietly searches for and Using these techniques, critical business functions can encrypts files. Its goal is to stay below the radar until it can continue in the event of an attack. find and encrypt all of the files that could be of value to the user. By the time the company is presented with the RANSOMWARE malware’s message with the ransom demand, the damage has already been done [2]. Ransomware is a form of malware that encrypts data files and holds these files for ransom. After the initial infection, the malware begins encrypting files on local drives, shared storage, and potentially other computers on the network. -
High Performance Multi-Node File Copies and Checksums for Clustered File Systems∗
High Performance Multi-Node File Copies and Checksums for Clustered File Systems∗ Paul Z. Kolano, Robert B. Ciotti NASA Advanced Supercomputing Division NASA Ames Research Center, M/S 258-6 Moffett Field, CA 94035 U.S.A. {paul.kolano,bob.ciotti}@nasa.gov Abstract To achieve peak performance from such systems, it is Mcp and msum are drop-in replacements for the stan- typically necessary to utilize multiple concurrent read- dard cp and md5sum programs that utilize multiple types ers/writers from multiple systems to overcome various of parallelism and other optimizations to achieve maxi- single-system limitations such as number of processors mum copy and checksum performance on clustered file and network bandwidth. The standard cp and md5sum systems. Multi-threading is used to ensure that nodes are tools of GNU coreutils [11] found on every modern kept as busy as possible. Read/write parallelism allows Unix/Linux system, however, utilize a single execution individual operations of a single copy to be overlapped thread on a single CPU core of a single system, hence using asynchronous I/O. Multi-node cooperation allows cannot take full advantage of the increased performance different nodes to take part in the same copy/checksum. of clustered file system. Split file processing allows multiple threads to operate This paper describes mcp and msum, which are drop- concurrently on the same file. Finally, hash trees allow in replacements for cp and md5sum that utilize multi- inherently serial checksums to be performed in parallel. ple types of parallelism to achieve maximum copy and This paper presents the design of mcp and msum and de- checksum performance on clustered file systems. -
SELECTION of CYCLIC REDUNDANCY CODE and CHECKSUM March 2015 ALGORITHMS to ENSURE CRITICAL DATA INTEGRITY 6
DOT/FAA/TC-14/49 Selection of Federal Aviation Administration William J. Hughes Technical Center Cyclic Redundancy Code and Aviation Research Division Atlantic City International Airport New Jersey 08405 Checksum Algorithms to Ensure Critical Data Integrity March 2015 Final Report This document is available to the U.S. public through the National Technical Information Services (NTIS), Springfield, Virginia 22161. U.S. Department of Transportation Federal Aviation Administration NOTICE This document is disseminated under the sponsorship of the U.S. Department of Transportation in the interest of information exchange. The U.S. Government assumes no liability for the contents or use thereof. The U.S. Government does not endorse products or manufacturers. Trade or manufacturers’ names appear herein solely because they are considered essential to the objective of this report. The findings and conclusions in this report are those of the author(s) and do not necessarily represent the views of the funding agency. This document does not constitute FAA policy. Consult the FAA sponsoring organization listed on the Technical Documentation page as to its use. This report is available at the Federal Aviation Administration William J. Hughes Technical Center’s Full-Text Technical Reports page: actlibrary.tc.faa.gov in Adobe Acrobat portable document format (PDF). Technical Report Documentation Page 1. Report No. 2. Government Accession No. 3. Recipient's Catalog No. DOT/FAA/TC-14/49 4. Title and Subitle 5. Report Date SELECTION OF CYCLIC REDUNDANCY CODE AND CHECKSUM March 2015 ALGORITHMS TO ENSURE CRITICAL DATA INTEGRITY 6. Performing Organization Code 220410 7. Author(s) 8. Performing Organization Report No. -
NOMADS User Guide V1.0
NOMADS User Guide V1.0 Table of Contents • Introduction o Explanation of "Online" and "Offline" Data o Obtaining Offline Data o Offline Order Limitations • Distributed Data Access o Functional Overview o Getting Started with OPeNDAP o Desktop Services ("Clients") o OPeNDAP Servers • Quick Start to Retrieve or Plot Data o Getting Started o Using FTP to Retrieve Data o Using HTTP to Retrieve Data o Using wget to Retrieve Data o Using GDS Clients to Plot Data o Using the NOMADS Server to Create Plots • Advanced Data Access Methods o Subsetting Parameters and Levels Using FTP4u o Obtain ASCII Data Using GDS o Scripting Wget in a Time Loop o Mass GRIB Subsetting: Utilizing Partial-file HTTP Transfers • General Data Structure o Organization of Data Directories o Organization of Data Files o Use of Templates in GrADS Data Descriptor Files • MD5 Hash Files o Purpose of MD5 Files o Identifying MD5 Files o Using md5sum on MD5 Files (Linux) o Using gmd5sum on MD5 Files (FreeBSD) o External Links • Miscellaneous Information o Building Dataset Collections o Working with Timeseries Data o Creating Plots with GrADS o Scheduled Downtime Notification Introduction The model data repository at NCEI contains both deep archived (offline) and online model data. We provide a variety of ways to access our weather and climate model data. You can access the online data using traditional access methods (web-based or FTP), or you can use open and distributed access methods promoted under the collaborative approach called the NOAA National Operational Model Archive and Distribution System (NOMADS). On the Data Products page you are presented with a table that contains basic information about each dataset, as well as links to the various services available for each dataset. -
Download Instructions—Portal
Download instructions These instructions are recommended to download big files. How to download and verify files from downloads.gvsig.org • H ow to download files • G NU/Linux Systems • MacO S X Systems • Windows Systems • H ow to validate the downloaded files How to download files The files distributed on this site can be downloaded using different access protocols, the ones currently available are FTP, HTTP and RSYNC. The base URL of the site for the different protocols is: • ftp://gvsig.org/ • http://downloads.gvsig.org/ • r sync://gvsig.org/downloads/ To download files using the first two protocols is recommended to use client programs able to resume partial downloads, as it is usual to have transfer interruptions when downloading big files like DVD images. There are multiple free (and multi platform) programs to download files using different protocols (in our case we are interested in FTP and HTTP), from them we can highlight curl (http://curl.haxx.se/) and wget (http://www.gnu.org/software/wget/) from the command line ones and Free Download Manager from the GUI ones (this one is only for Windows systems). The curl program is included in MacOS X and is available for almost all GNU/Linux distributions. It can be downloaded in source code or in binary form for different operating systems from the project web site. The wget program is also included in almost all GNU/Linux distributions and its source code or binaries of the program for different systems can be downloaded from this page. Next we will explain how to download files from the most usual operating systems using the programs referenced earlier: • G NU/Linux Systems • MacO S X Systems • Windows Systems The use of rsync (available from the URL http://samba.org/rsync/) it is left as an exercise for the reader, we will only said that it is advised to use the --partial option to avoid problems when there transfers are interrupted. -
High-Performance, Multi-Node File Copies and Checksums for Clustered File Systems Stiffness and Damping Coefficient Estimation O
https://ntrs.nasa.gov/search.jsp?R=20120010444 2019-08-30T20:40:58+00:00Z View metadata, citation and similar papers at core.ac.uk brought to you by CORE provided by NASA Technical Reports Server entrance pupil points of interest. These field or aperture, depending on the allo- nates of interest are obtained for every are chosen to be the edge of each space, cations. Once this minimum set of coor- plane of the propagation, the data is for- so that these rays produce the bounding dinates on the pupil and field is ob- matted into an xyz file suitable for FRED volume for the beam. The x and y global tained, a new set of rays is generated optical analysis software to import and coordinate data is collected on the sur- between the field plane and aperture create a STEP file of the data. This re- face planes of interest, typically an image plane (or vice-versa). sults in a spiral-like structure that is easily of the field and entrance pupil internal These rays are then evaluated at imported by mechanical CAD users who of the optical system. This x and y coor- planes between the aperture and field, at can then use an automated algorithm to dinate data is then evaluated using a a desired number of steps perceived nec- wrap a skin around it and create a solid convex hull algorithm, which removes essary to build up the bounding volume that represents the beam. any internal points, which are unneces- or cone shape. At each plane, the ray co- This work was done by Joseph Howard and sary to produce the bounding volume of ordinates are again evaluated using the Lenward Seals of Goddard Space Flight Center. -
HPRC Short Course Introduction to Linux
HPRC Short Course Introduction to Linux Texas A&M University High Performance Research Computing – https://hprc.tamu.edu 1 For Assistance… Website: hprc.tamu.edu Email: [email protected] Telephone: (979) 845-0219 Visit us: Henderson Hall, Room 114A Help us, help you -- we need more info •Which Cluster •NetID •Job ID(s) if any •Location of your job files, input/output files •Application used & module(s) loaded if any •Error messages •Steps you have taken, so we can reproduce the problem Texas A&M University High Performance Research Computing – https://hprc.tamu.edu 2 Course Outline 1 Accessing the System Secure shell 2 Directories Our first commands 3 Gedit An easy text editor 4 File Manipulation Copy, rename/move & remove 5 Passing output & Redirection Learning about operators 6 The Linux file system Attributes and permissions 7 Environment Variables & $PATH Storing and retrieving information 8 Basic Shell Scripting Making Linux work for you Texas A&M University High Performance Research Computing – https://hprc.tamu.edu 3 Your Login Password • Both State of Texas law and TAMU regulations prohibit the sharing and/or illegal use of computer passwords and accounts; • Don’t write down passwords; • Don’t choose easy to guess/crack passwords; • Change passwords frequently Texas A&M University High Performance Research Computing – https://hprc.tamu.edu 4 1. Accessing the system • SSH (secure shell) – The only program allowed for remote access; encrypted communication; freely available for Linux/Unix and Mac OS X hosts; • For Microsoft Windows PCs, use MobaXterm • https://hprc.tamu.edu/wiki/HPRC:MobaXterm – You are able to view images and use GUI applications with MobaXterm – or Putty • https://hprc.tamu.edu/wiki/HPRC:Access#Using_PuTTY – You can not view images or use GUI applications with PuTTY Texas A&M University High Performance Research Computing – https://hprc.tamu.edu 5 Using SSH - MobaXterm on Windows https://hprc.tamu.edu/wiki/HPRC:MobaXterm titan.tamu.edu Use titan.tamu.edu as Remote host name. -
Linear-XOR and Additive Checksums Don't Protect Damgård-Merkle
Linear-XOR and Additive Checksums Don’t Protect Damg˚ard-Merkle Hashes from Generic Attacks Praveen Gauravaram1! and John Kelsey2 1 Technical University of Denmark (DTU), Denmark Queensland University of Technology (QUT), Australia. [email protected] 2 National Institute of Standards and Technology (NIST), USA [email protected] Abstract. We consider the security of Damg˚ard-Merkle variants which compute linear-XOR or additive checksums over message blocks, inter- mediate hash values, or both, and process these checksums in computing the final hash value. We show that these Damg˚ard-Merkle variants gain almost no security against generic attacks such as the long-message sec- ond preimage attacks of [10,21] and the herding attack of [9]. 1 Introduction The Damg˚ard-Merkle construction [3, 14] (DM construction in the rest of this article) provides a blueprint for building a cryptographic hash function, given a fixed-length input compression function; this blueprint is followed for nearly all widely-used hash functions. However, the past few years have seen two kinds of surprising results on hash functions, that have led to a flurry of research: 1. Generic attacks apply to the DM construction directly, and make few or no assumptions about the compression function. These attacks involve attacking a t-bit hash function with more than 2t/2 work, in order to violate some property other than collision resistance. Exam- ples of generic attacks are Joux multicollision [8], long-message second preimage attacks [10,21] and herding attack [9]. 2. Cryptanalytic attacks apply to the compression function of the hash function. -
Hash (Checksum)
Hash Functions CSC 482/582: Computer Security Topics 1. Hash Functions 2. Applications of Hash Functions 3. Secure Hash Functions 4. Collision Attacks 5. Pre-Image Attacks 6. Current Hash Security 7. SHA-3 Competition 8. HMAC: Keyed Hash Functions CSC 482/582: Computer Security Hash (Checksum) Functions Hash Function h: M MD Input M: variable length message M Output MD: fixed length “Message Digest” of input Many inputs produce same output. Limited number of outputs; infinite number of inputs Avalanche effect: small input change -> big output change Example Hash Function Sum 32-bit words of message mod 232 M MD=h(M) h CSC 482/582: Computer Security 1 Hash Function: ASCII Parity ASCII parity bit is a 1-bit hash function ASCII has 7 bits; 8th bit is for “parity” Even parity: even number of 1 bits Odd parity: odd number of 1 bits Bob receives “10111101” as bits. Sender is using even parity; 6 1 bits, so character was received correctly Note: could have been garbled, but 2 bits would need to have been changed to preserve parity Sender is using odd parity; even number of 1 bits, so character was not received correctly CSC 482/582: Computer Security Applications of Hash Functions Verifying file integrity How do you know that a file you downloaded was not corrupted during download? Storing passwords To avoid compromise of all passwords by an attacker who has gained admin access, store hash of passwords Digital signatures Cryptographic verification that data was downloaded from the intended source and not modified. Used for operating system patches and packages.