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Nonexistence of [::::n::::, 5, ::::d::::]::::::q:::::: Codes Attaining the Griesmer Bound for ::::q:::::::4:::-2::::q:::::::2:::-2::::q::::+1 <= ::::d:::: <= ::::q:::::::4:::-2::::q:::::::2:::-::::q::::

E. J. Cheon, T. Kato, S.-J. Kim. Nonexistence of [::::n::::, 5, ::::d::::]::::::q:::::: Codes Attaining the Griesmer Bound for ::::q:::::::4:::-2::::q:::::::2:::-2::::q::::+1 <= ::::d:::: <= ::::q:::::::4:::-2::::q:::::::2:::-::::q::::. Des. Codes Cryptography, 36(3):289-299, 2005. [doi]

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