精華區beta Math 關於我們 聯絡資訊
Period Case . m Let Ω be the unit cube {ωin R such that |ω |≦1} j The relation T(x)ω=ω+x (mod1)defines a dynamical system on Ω. The Lebesgue measure is invariant and ergodic with respect to this system; 2 a realization of the function f(ω) in L (Ω) has the form f(x+ω) m 這邊對於每一個x in R T(x) :Ω->Ω是一個 m-dim 的dynamical system. (Ω,μ)是一個 probability space. 想請教的就是像這邊的mod,是用什麼樣的方法來定義的, 同樣的疑問還有下面這個連結: constant (mod 0) http://books.google.com.tw/books?id=XJDBxyHrL2YC&pg= PA73&lpg=PA73&dq=constant+mod0&source=bl&ots=LYe43dD zeB&sig=NA0yYdC2W3I8a3mNSRlDbi31M_Y&hl=zh-TW&ei=c8pO SqPyJoLg7AOIhL3-Aw&sa=X&oi=book_result&ct=result&resnum=1 縮址: http://tinyurl.com/nbxmlh http://preview.tinyurl.com/nbxmlh 裡面的Prop4.3.1 麻煩各位有研究 Ergodic system的大大了><~~ -- ※ 發信站: 批踢踢實業坊(ptt.cc) ◆ From: 114.41.181.18
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