AbstractIt has been shown (Hajja, J. Algebra 85 (1983), 243–250) that every finite cyclic group of monomial k-automorphisms of k(x, y) has a purely transcendental fixed field. Here, the same result is established with the assumption that the group is cyclic dropped
99學年度胡守仁研究獎補助論文[[abstract]]Let K be any field, G be a finite group. Let G act on the rational functi...
Let K be a field and suppose that G is a finite group that acts faithfully on $(x1,...,xm) by autom...
AbstractLet K = k(x1, x2,…, xt) where k is a field and x1, x2,…, xt are algebraically free over k. L...
AbstractLet K be a field of characteristic not two and K(x,y,z) the rational function field over K w...
AbstractPrevious results (Hajja, J. Algebra73 (1981), 30–36) on monomial automorphisms are strengthe...
AbstractIt has been shown (Hajja, J. Algebra 85 (1983), 243–250) that every finite cyclic group of m...
Let K be any field & G be a finite group. Let G act on the rational function field K(xg : g ∈ G) by ...
AbstractLet K be any field and G be a finite group. Let G act on the rational function field K(xg:g∈...
LetK1,K2 be purely transcendental extensions ofk of finite transcendence degrees and lets1,s2 bek-au...
AbstractLet K = k(x1, x2,…, xt) where k is a field and x1, x2,…, xt are algebraically free over k. L...
AbstractLet K be any field, G be a finite group. Let G act on the rational function field K(xg:g∈G) ...
We call an algebraic group monothetic if it possesses a dense cyclic subgroup. For an arbitrary fiel...
AbstractLet K be any field and G be a finite subgroup of GLn(K). Then G acts on the rational functio...
We call an algebraic group monothetic if it possesses a dense cyclic subgroup. For an arbitrary fiel...
AbstractLet k be any field, G be a finite group. TheoremAssume that (i) G contains an abelian normal...
99學年度胡守仁研究獎補助論文[[abstract]]Let K be any field, G be a finite group. Let G act on the rational functi...
Let K be a field and suppose that G is a finite group that acts faithfully on $(x1,...,xm) by autom...
AbstractLet K = k(x1, x2,…, xt) where k is a field and x1, x2,…, xt are algebraically free over k. L...
AbstractLet K be a field of characteristic not two and K(x,y,z) the rational function field over K w...
AbstractPrevious results (Hajja, J. Algebra73 (1981), 30–36) on monomial automorphisms are strengthe...
AbstractIt has been shown (Hajja, J. Algebra 85 (1983), 243–250) that every finite cyclic group of m...
Let K be any field & G be a finite group. Let G act on the rational function field K(xg : g ∈ G) by ...
AbstractLet K be any field and G be a finite group. Let G act on the rational function field K(xg:g∈...
LetK1,K2 be purely transcendental extensions ofk of finite transcendence degrees and lets1,s2 bek-au...
AbstractLet K = k(x1, x2,…, xt) where k is a field and x1, x2,…, xt are algebraically free over k. L...
AbstractLet K be any field, G be a finite group. Let G act on the rational function field K(xg:g∈G) ...
We call an algebraic group monothetic if it possesses a dense cyclic subgroup. For an arbitrary fiel...
AbstractLet K be any field and G be a finite subgroup of GLn(K). Then G acts on the rational functio...
We call an algebraic group monothetic if it possesses a dense cyclic subgroup. For an arbitrary fiel...
AbstractLet k be any field, G be a finite group. TheoremAssume that (i) G contains an abelian normal...
99學年度胡守仁研究獎補助論文[[abstract]]Let K be any field, G be a finite group. Let G act on the rational functi...
Let K be a field and suppose that G is a finite group that acts faithfully on $(x1,...,xm) by autom...
AbstractLet K = k(x1, x2,…, xt) where k is a field and x1, x2,…, xt are algebraically free over k. L...
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