• 2022-10-28
    设[tex=0.929x1.0]WhDCGYfKmWcWBKX8vkR9CA==[/tex]是一族在[tex=0.786x1.0]mfjRqhorWjKnT4vuQia3hQ==[/tex]上可积的函数,[tex=10.786x2.643]LbkA25ASJ7mMktHPpA0pCADKvRrW9LuqMlZ3tmx/eY7I1KVkLL8B6S47jXnEgjtJt9/kJI7wLQK7PfUIg1qdkw==[/tex].证明[tex=0.929x1.0]WhDCGYfKmWcWBKX8vkR9CA==[/tex]是积分等度绝对连续族的充要条件是对任意[tex=2.357x1.071]zVWhuGfFl8fzZFP5LKF8KNL1ZKC6Nw0tW+Of9Wyno74=[/tex]都有[tex=0.857x1.0]nG2OMU/ypcKjpLHoDaUKow==[/tex]使[tex=9.786x2.857]z2FIOQhvUj36aEMaVcW//DNk81nW08VbQE5k0F1FeugN7cRTXywbTs/pkRXDU6gnyqGserwyFlxjEuwGZJU3ew==[/tex]
  • 举一反三