Partitioning the n-cube into sets with mutual distance 1

Blokhuis A, Metsch K, Moorhouse GE, Ahlswede R, Bezrukov SL (1993)
Applied Mathematics Letters 6(4): 17-19.

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Applied Mathematics Letters
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6
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4
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17-19
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Blokhuis A, Metsch K, Moorhouse GE, Ahlswede R, Bezrukov SL. Partitioning the n-cube into sets with mutual distance 1. Applied Mathematics Letters. 1993;6(4):17-19.
Blokhuis, A., Metsch, K., Moorhouse, G. E., Ahlswede, R., & Bezrukov, S. L. (1993). Partitioning the n-cube into sets with mutual distance 1. Applied Mathematics Letters, 6(4), 17-19. doi:10.1016/0893-9659(93)90116-5
Blokhuis, A., Metsch, K., Moorhouse, G. E., Ahlswede, R., and Bezrukov, S. L. (1993). Partitioning the n-cube into sets with mutual distance 1. Applied Mathematics Letters 6, 17-19.
Blokhuis, A., et al., 1993. Partitioning the n-cube into sets with mutual distance 1. Applied Mathematics Letters, 6(4), p 17-19.
A. Blokhuis, et al., “Partitioning the n-cube into sets with mutual distance 1”, Applied Mathematics Letters, vol. 6, 1993, pp. 17-19.
Blokhuis, A., Metsch, K., Moorhouse, G.E., Ahlswede, R., Bezrukov, S.L.: Partitioning the n-cube into sets with mutual distance 1. Applied Mathematics Letters. 6, 17-19 (1993).
Blokhuis, A., Metsch, K., Moorhouse, G. E., Ahlswede, Rudolf, and Bezrukov, S. L. “Partitioning the n-cube into sets with mutual distance 1”. Applied Mathematics Letters 6.4 (1993): 17-19.
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