Questions tagged [encoding-scheme]

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What is the minimum required storage for a sparse, depth-first octree?

For a numerical simulation framework, I use a hierarchical Cartesian grid in 3D to discretize the computational domain. I am thus looking for the most space-efficient way to store the resulting octree ...
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62 views

Name of a type of code similar to block codes

I've encountered a system where I need to construct a sort of quasi block code: We want to encode a symbol $s$ from a finite-sized alphabet $\mathcal{S}$ using $N$ segments of information. The $i^{...
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How can I optimise a 8b10b encoding for maximum alignment?

Imagine you encode an 8 bit symbol as a 10 bit symbol that is sent sequentially over a wire. The goal at the receiver is to detect the byte boundary. Since there are 4 times more encoded symbols than ...
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Card Shuffling, Bounding Mixing time using Paths and Flows

I've been struggling with a problem that is very similar to a 2014 question posted here. The question in particular is 3(1) and 3(2). To paraphrase, we are supposed to use paths and an encoding ...
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61 views

Error detection code supporting arithmetic

I am looking for error detection codes, which support addition in the encoded domain and are separate (a tuple of ($N$, $R(N)$), where $N$ denotes the functional value and $R(N)$ its redundancy). So ...
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49 views

Typed representation of a memory model

Assume a simple procedural language, where statements write and read from local memory via references and procedures accept arguments of n different scalar types (say floats, ints and strings) and ...
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23 views

Difference between a regular and a stationary source?

As far as I understand a stationary source is a regular source but it's not necessarily true the other way around. And a stationary source is a source for which its distribution is unaffected by a "...
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322 views

Encoding Turing machines in binary in a simple way that gurarentee unique readability

I may come across something like (let $X$ be a binary representation of a Turing machine $M$), I know that we can easily encode the description of the machine as sequence of numbers (by assigning a ...
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167 views

Number of unique prefixes in canonical huffman tree

I am trying to implement decompression algorithm based on huffman trees. I am trying to validate my assumptions. Assume that you have alphabet of 350 symbols. Maximum encoded code length is 15 bits. ...
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75 views

Byte Stuffing, escaping a flag at maximum frame

I want to encode a message using byte stuffing where every frame delimited by a flag byte 'F' at both ends and escape code equal to the character E. I am trying to encode the message 'DEEP-FRIED-...
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140 views

How to encode each possible b-tree of a sequence of n numbers?

Lehmer codes can be used to encode each possible permutation of a sequence of n numbers. Often the main goal is just to map a range of numbers from 1 to x to the possible permutations of a sequence of ...
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82 views

Is the halting problem a matter of an encoding scheme ?

I was reading about the halting problem recently, there is a video on youtube where it tries to explain the halting problem easily (since it is complicated to explain). So, (A,C & H) have ...
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LDPC:How to detect total number of errors in a codeword using minimum distance?

Currently, i working with LDPC for FPGA implementation. I have formed H matrix of size 102X204 (N=204,K=102,M=102,R=0.5). Doubt in Error detection and correction for bigger matrix. I know that code'...
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Implementing a decoding algorithm for directed figure codes

I have to implement algorithm, where definitions, input and output of program go as follows: $Σ$ - finite, non-empty alphabet A translation in $Z^2$ by vector $u = ( u_x , u_y ) ∈ Z^...
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30 views

algorithm for encoding segmentations in RGBA data

I'm trying to figure out a good way of encoding object segmentation data into a single RGBA image. I'd like to not only distinguish between classes, but also individuals within classes, and be able to ...
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30 views

Error Detection Distance of Residue Codes

Given a residue code representing a number N with the tuple (N, R(N))where R(N) equals ...
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76 views

Homomorphic computation?

Cryptography has the concept of homomorphic encryption. Homomorphic encryption lets you transform binary values into an encoded form, put them through a circuit and then decode the bits, getting the ...
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178 views

What is bi-binary code?

This being used in data bits transmitted by GLONASS Satellites. I am sure it is different from other codes like 'Binary Code' which the search engine throws up
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58 views

G1, G2, H1, H2 are submatrices of the generator and parity check matrices of a code as described below. Can G1 * H2' and G2 * H1' both be all zeroes?

$ G $ and $ H $ are the generator and parity check matrices respectively of a linear block code. Let $ G_1 = G(:, 1:n-s) $ (Matlab style representation of sub matrices). That is, $ G_1 $ is equal to ...