Examples of using Hamming in English and their translations into Russian
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Generalization of the perfect binary Hamming codes to non-binary codes.
The Hamming graph H(d, q) is, equivalently, the Cartesian product of d complete graphs Kq.
IEEE Richard W. Hamming Medal Recipients" PDF.
It will be shown up in a greater orlesser diagram expression Hann, Hamming, Kaizer.
Codes that attain the Hamming bound are called perfect codes.
In 1973, it was proved that any non-trivial perfect code over a prime-power alphabet has the parameters of a Hamming code or a Golay code.
The difference between their Hamming weights(the number of occurrences of"1") never exceeds 1.
Hamming worked on weekends, and grew increasingly frustrated with having to restart his programs from scratch due to detected errors.
Every ternary word of length 11 has a Hamming distance of at most 2 from exactly one codeword.
In some cases, Hamming graphs may be considered more generally as the Cartesian products of complete graphs that may be of varying sizes.
The book thickness may be much larger than the queue number: ternary Hamming graphs have logarithmic queue number but polynomially-large book thickness.
Richard Hamming for his work on numerical methods, automatic coding systems, and error-detecting and error-correcting codes.
In the first line, print number x- the minimum possible Hamming distance between strings S and T if you swap at most one pair of letters in S.
Hamming graphs are a special class of graphs named after Richard Hamming and used in several branches of mathematics and computer science.
The Fibonacci cube may be defined in terms of Fibonacci codes and Hamming distance, independent sets of vertices in path graphs, or via distributive lattices.
For example, the Hamming distance between words" permanent" and" pergament" is two, as these words differ in the fourth and sixth letters.
Enhancement of the stegoalgorithm efficiency is achieved by using a special class of codes in the weighted Hamming metric applied to the improved weighed model of stegocontainer.
It has a minimum Hamming weight 4, meaning that any two codewords differ by at least 4 bits.
Where a new smell matches two different patterns in the database,the one whose code is closer to the reference code by the Hamming distance(based on the number of bit coincidences) is preferred.
Harper's theorem says that Hamming balls have the smallest vertex boundary among all sets of a given size.
As with median graphs more generally,squaregraphs are also partial cubes: their vertices can be labeled with binary strings such that the Hamming distance between strings is equal to the shortest path distance between vertices.
Metric(mathematics) Manhattan distance Hamming distance Karlsruhe-Metric Voronoi Diagram Karlsruhe-metric Voronoi diagram, by Takashi Ohyama Karlsruhe-Metric Voronoi Diagram, by Rashid Bin Muhammad.
Hamming balls are sets that contain all points of Hamming weight at most r{\displaystyle r} and no points of Hamming weight larger than r+ 1{\displaystyle r+1} for some integer r{\displaystyle r.
Richard Wesley Hamming(Chicago, Illinois, February 11, 1915- Monterey, California, January 7, 1998) was an American mathematician whose work had many implications for computer engineering and telecommunications.
Have you got my ham, Mr Grandjean?
Salad of sweet corn, ham, cheese and tomato.
Ham and eggs!
Homemade pork ham with plums and nuts.
Listen, Hammed, you know how much we appreciate you.
Hammed, go home.