On the other hand, it is known that the system of polynomial equations with a Gröbner basis G has a finite number of (complex) solutions if and only if, for each variable x, G contains a polynomial with a le
On the other hand, it is known that the system of polynomial equations with a Gröbner basis G has a finite number of (complex) solutions if and only if, for each variable x, G contains a polynomial with a leading monomial that is a power of x. Now, all variables 𝑡1t1,𝑡2t2...
On the other hand, it is known that the system of polynomial equations with a Gröbner basis G has a finite number of (complex) solutions if and only if, for each variable x, G contains a polynomial with a leading monomial that is a power of x. Now, all variables t1,t2, and t3...