Identify/establish a class/type of semiring
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If $R$ is a semiring with unity (i.e., $1$) and addition on $R$ is defined as $x+y=1 forall~x,yin R$. Then, can we establish a class or type of semiring by definition any suitable multiplicative binary operation on $R$?
semiring
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If $R$ is a semiring with unity (i.e., $1$) and addition on $R$ is defined as $x+y=1 forall~x,yin R$. Then, can we establish a class or type of semiring by definition any suitable multiplicative binary operation on $R$?
semiring
add a comment |
up vote
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down vote
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up vote
0
down vote
favorite
If $R$ is a semiring with unity (i.e., $1$) and addition on $R$ is defined as $x+y=1 forall~x,yin R$. Then, can we establish a class or type of semiring by definition any suitable multiplicative binary operation on $R$?
semiring
If $R$ is a semiring with unity (i.e., $1$) and addition on $R$ is defined as $x+y=1 forall~x,yin R$. Then, can we establish a class or type of semiring by definition any suitable multiplicative binary operation on $R$?
semiring
semiring
asked Nov 17 at 18:06
gete
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627
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