MESSAGE
DATE | 2014-12-06 |
FROM | Ruben Safir
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SUBJECT | Re: [LIU Comp Sci] Parity Bit Algebra
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From owner-learn-outgoing-at-mrbrklyn.com Sat Dec 6 21:59:59 2014 Return-Path: X-Original-To: archive-at-mrbrklyn.com Delivered-To: archive-at-mrbrklyn.com Received: by mrbrklyn.com (Postfix) id 7CC9016007B; Sat, 6 Dec 2014 21:59:59 -0500 (EST) Delivered-To: learn-outgoing-at-mrbrklyn.com Received: by mrbrklyn.com (Postfix, from userid 28) id 50ADF16112F; Sat, 6 Dec 2014 21:59:59 -0500 (EST) Delivered-To: learn-at-mrbrklyn.com Received: from mailbackend.panix.com (mailbackend.panix.com [166.84.1.89]) by mrbrklyn.com (Postfix) with ESMTP id E44F916007B for ; Sat, 6 Dec 2014 21:59:57 -0500 (EST) Received: from [10.0.0.42] (unknown [96.57.23.82]) by mailbackend.panix.com (Postfix) with ESMTPSA id BE88F13CA7 for ; Sat, 6 Dec 2014 21:59:57 -0500 (EST) Message-ID: <5483C2D3.8070808-at-panix.com> Date: Sun, 07 Dec 2014 03:00:35 +0000 From: Ruben Safir User-Agent: Mozilla/5.0 (X11; Linux x86_64; rv:31.0) Gecko/20100101 Thunderbird/31.2.0 MIME-Version: 1.0 To: learn-at-mrbrklyn.com Subject: Re: [LIU Comp Sci] Parity Bit Algebra References: <54838832.6010205-at-panix.com> <54838C85.60705-at-panix.com> <5483BD3C.9020609-at-panix.com> <5483C10F.2020701-at-panix.com> In-Reply-To: Content-Type: text/plain; charset=utf-8 Content-Transfer-Encoding: 7bit Sender: owner-learn-at-mrbrklyn.com Precedence: bulk Reply-To: learn-at-mrbrklyn.com
On 12/07/2014 02:55 AM, Maneesh Kongara wrote: > That's cool! Thanks. I'll try and understand what it says. :)
It says what I told you that the solution is in the subtraction and meaning of comp2
Take out a penicil and start subtracting comp 2s and see that bits you get.
> On Dec 6, 2014 9:52 PM, "Ruben Safir" wrote: > >> Really??? >> >> there is a theory that you can do all instructions with just a single if >> branch and I think this leverages that theory. >> >> >> Anyway >> >> 10 seconds of looking >> >> http://stackoverflow.com/questions/26272447/complete-instruction-set >> >> On 12/07/2014 02:38 AM, Maneesh Kongara wrote: >>> I've finished all other questions... I'm breaking my head with the last >>> question. >>> On Dec 6, 2014 9:36 PM, "Ruben Safir" wrote: >>> >>>> On 12/06/2014 11:09 PM, Maneesh Kongara wrote: >>>>> Preliminary work as in answers to the other questions of the >> assignment? >>>>> On Dec 6, 2014 6:08 PM, "Ruben Safir" wrote: >>>> I'm going to crash, how far did you get in the assingment. >>>> >>>> Call me is 20 minutes. I have one hour to do it :) >>>> >>>> >>>>>> On 12/06/2014 10:52 PM, Maneesh Kongara wrote: >>>>>>> Thanks so much for sharing Mr Rubin. Have you completed the >> assignment? >>>>>>> On Dec 6, 2014 5:49 PM, "Ruben Safir" wrote: >>>>>> Not even looked at it outside of the library. I'm burning up trying >> to >>>>>> catch up. Do you have some preliminary work? >>>>>> >>>>>> I did give it throught. Part of the solution must have to do with the >>>>>> Comp + 2 binary >>>>>> >>>>>> I can't even find my notes... >>>>>> >>>>>>>> This is from theidiscussion of Raid 3 Stallings Text which the slide >>>>>>>> come from. It is related to the problem you asked about the parity >>>> bit >>>>>>>> calculation for the Hamming Code >>>>>>>> >>>>>>>> Not the methodology for logical calculation, it is straight math >>>>>>>> >>>>>>>> Note that X is XOR for whatever UFT reason >>>>>>>> >>>>>>>> >>>>>>>> REDUNDANCY In the event of a drive failure, the parity drive is >>>> accessed >>>>>>>> and data is reconstructed from the remaining devices. Once the >> failed >>>>>>>> drive is replaced, the missing data can be restored on the new drive >>>> and >>>>>>>> operation resumed. >>>>>>>> >>>>>>>> Data reconstruction is simple. Consider an array of five drives in >>>> which >>>>>>>> X0 through X3 contain data and X4 is the parity disk.The parity for >>>> the >>>>>>>> ith bit is calculated as follows: >>>>>>>> >>>>>>>> X4(i) = X3(i) { X2(i) { X1(i) { X0(i) >>>>>>>> >>>>>>>> where { is exclusive-OR function. >>>>>>>> >>>>>>>> Suppose that drive X1 has failed. If we add X4(i) { X1(i) to both >>>> sides >>>>>>>> of the preceding equation, we get >>>>>>>> >>>>>>>> X1(i) = X4(i) { X3(i) { X2(i) { X0(i) >>>>>>>> >>>>>>>> >>>>>>>> file:///home/ruben/william stallings - computer organization and >>>>>>>> architecture designing for performance (8th edition).pdf >>>>>>>> >>>>>>>> Page 202 >>>>>>>> >>>>>>>> >>>>>>>> >>>>>>>> http://www.nylxs.com/images/raid3_parity_math.png >>>>>>>> >>>>>>>> Ruben >>>>>>>> >>
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