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- The authors investigate the Fourier series of Weyl almost periodic functions by the new definition and prove the Parseval's equality. 通過(guò)新形式的定義研究范爾概周期函數的傅立葉級數和帕塞瓦爾等式。
- Another definition of Weyl almost periodic functions is introduced by using trigonometric polynomial. it is proven that the equivalence of these two definitions. 摘要利用三角多項式給出范爾概周期函數新形式的定義，并證明兩個(gè)定義方式的等價(jià)性。
- By using properties of scalar almost periodic function, properties of uniform almost periodic matrix function are discussed. 摘要利用純量概周期函數性質(zhì)討論了一致概周期矩陣函數的一些性質(zhì)。
- Since H. Bohr proposed the theory of almost periodic function, this field has been developed greatly. Bohr提出概周期函數理論以來(lái);這一領(lǐng)域得到了很大的發(fā)展;其發(fā)展過(guò)程的一個(gè)主要特點(diǎn)就是其函數范圍不斷擴大.
- asymptotically almost periodic functions 漸近概周期函數
- analytic almost periodic function 解析殆周期函數
- Periodic Function and Almost Periodic Function 周期函數與概周期函數
- Almost periodic function on a group 群上的殆周期函數
- uniformly almost periodic function 一致殆周期函數
- generalized almost periodic function 廣義殆周期函數
- remotely almost periodic function 遙遠概周期函數
- Relation of lnclusion of Module and Operation of Almost Periodic Function 概周期函數的運算與模包含關(guān)系
- The Relationship of Pseudo Almost Periodic Function and Pseudo Almost Periodic Function Sequence 偽概周期函數和偽概周期序列的關(guān)系
- almost periodic function 殆周期函數
- Existence of almost periodic solutions for a class of pendular equations. 一類(lèi)擺動(dòng)方程概周期解的存在性。
- almost periodic functions 概周期函數
- pseudo almost periodic function 偽概周期函數
- left almost periodic function 左殆周期函數
- Periodic motion is motion in which the position(s) of the system are expressible as periodic functions, all with the same period. 周期性運動(dòng) 是系統的運動(dòng)位置呈現周期性的運動(dòng)。
- A nonlinear Volterra integrodifferential equation is investigated. The existence and uniqueness of almost periodic solutions for the equation is obtained. 研究非線(xiàn)性Volterra方程概周期解,得到方程存在唯一概周期解的一組充分條件。
