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Cyclic codes over $${{\mathbb{F}}_2+u{\mathbb{F}}_2+v{\mathbb{F}}_2+uv{\mathbb{F}}_2}$$
Online Contents | 2010| -
Cyclic codes over $${{\mathbb{F}}_2+u{\mathbb{F}}_2+v{\mathbb{F}}_2+uv{\mathbb{F}}_2}$$
Online Contents | 2010| -
Cyclic codes over $${{\mathbb{F}}_2+u{\mathbb{F}}_2+v{\mathbb{F}}_2+uv{\mathbb{F}}_2}$$
Springer Verlag | 2010| -
Linear codes over $${\mathbb{F}_2+u\mathbb{F}_2+v\mathbb{F}_2+uv\mathbb{F}_2}$$
Springer Verlag | 2009| -
Linear codes over $${\mathbb{F}_2+u\mathbb{F}_2+v\mathbb{F}_2+uv\mathbb{F}_2}$$
Online Contents | 2009| -
A characterization of the identity function with equation f(p+q+r)=f(p)+f(q)+f(r)
Springer Verlag | 2011| -
A characterization of the identity function with equation f(p+q+r)=f(p)+f(q)+f(r)
Online Contents | 2011| -
A characterization of the identity function with equation f(p+q+r)=f(p)+f(q)+f(r)
Online Contents | 2011| -
Some results on linear codes over %$\mathbb {F}_p+u\mathbb {F}_p+u^2\mathbb {F}_p%$
Online Contents | 2015| -
Confidence interval for micro-averaged F1 and macro-averaged F1 scores
Free accessSpringer Verlag | 2022| -
Constacyclic codes over the ring and their applications of constructing new non-binary quantum codes
Springer Verlag | 2018|
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