近日,河北师范大学数学科学学院房军生团队以“On Finite Sums of Projections and Dixmier's Averaging Theorem for Type Ⅱ1 Factors”和“A Stronger Version of Dixmier's Averaging Theorem and Some Applications”为题...近日,河北师范大学数学科学学院房军生团队以“On Finite Sums of Projections and Dixmier's Averaging Theorem for Type Ⅱ1 Factors”和“A Stronger Version of Dixmier's Averaging Theorem and Some Applications”为题在泛函分析领域Top期刊《Journal of Functional Analysis》上发表2篇论文,给出Ⅱ1型因子von Neumann代数的一个加强版本Dixmier平均值定理,并借助此定理解决了4个算子代数中的公开问题.展开更多
文摘近日,河北师范大学数学科学学院房军生团队以“On Finite Sums of Projections and Dixmier's Averaging Theorem for Type Ⅱ1 Factors”和“A Stronger Version of Dixmier's Averaging Theorem and Some Applications”为题在泛函分析领域Top期刊《Journal of Functional Analysis》上发表2篇论文,给出Ⅱ1型因子von Neumann代数的一个加强版本Dixmier平均值定理,并借助此定理解决了4个算子代数中的公开问题.
