關於量子的(一1)開方問題的最新研究報告

量子位元結構從四維空間看(xyz加一個i軸)，i是虛軸從本人最新研究結果。雙對映分形時空結構的形成(如圖)為揭開量子糾纏，疊加行為在層次邏輯空間裡有深度理論與直覺的理解。E一分形時空與太極分形時空相互驗證所以說雙對映提供可信度大。在悟空問題上我不止一次的提到維度與邊介面上的關係，香港大學Ho女士(2014)用降階推理

邊界=維數一1，依次有三維的邊界是2(面)，而二維面的邊界是線丨(點)，點的邊界=O一丨。

太極分形邏輯，從頂層無極，只有轉統思維理念這無極隱含二個維度，O和空，此恰好可類比量子波粒二重性，空集對應波而O集粒子性。當波破裂後只能量度到粒子行為，而O的邊界是負1，(關於E一無限分形時空)。xyz十i 四軸請查百度，或原文大百科全書，quantum computer

請看參考原文

\Now the reader can see for himself that the topological Menger-Urysohn dimension is not immediately obvious from the structure of the dimensional function as it is trivially obvious from the equivalent formalism of the bijection formula. For instance to find D (O) we had to have a = 0 but to find we had to have b = . Of course we could define the vital which corresponds to the topological MU dimension as (a) (b) so that for D (O) we find while for we find which is correct and consistent. However it is self evident that this way and although we arrive at the correct result is neither direct nor particularly illuminating. The alternative solution with a dimension function formalism is to stick to the Fibonacci-like recursive nature of the function as indicated at the very beginning. To do that we start best with the following seed and with which we mean [

28

38

(14)

and

(15)

Now by subtraction one finds

(16)

and

(17)

We can go on in the same way and find

(18)

and so on as explained in more details elsewhere. Notice that we could go into the "positive" dissection in an analogous way by adding instead of subtracting and find

(19)

and

(20)

。即，易經傳統思維這個巨型圖靈計算機的工作原理，軟體，以及如何把傳統社會形形色色的觀念轉換成分形字串，及其如何用頂層設計在黃金分割比的框架上進行最佳化，並用葉若水醫生十八年前在《中醫臨床研究》上確定治喘穴的方法為示範。(圖二)

希爾伯特空間有複方向我有什麼辦法.jpg

好吧正經說，這只是基本假設之一，量子力學研究希爾伯特空間裡的東西，那玩意有複方向，當然這指波函式

用在勢上，一個虛勢表示一個吸收勢