regular adj. 1.有規(guī)則的,有規(guī)律的;有秩序的,井井有條的,整齊的;正規(guī)的,正式的。 2.端正的,勻稱的,調(diào)和的,和諧的;首尾一貫的,一律的。 3.不變的,一定的;常例的,平常的;習慣的,非偶然的;定期的,定時的。 4.【軍事】常備的,正規(guī)的。 5.合格的,得到營業(yè)執(zhí)照的,掛牌的(醫(yī)師等),公認的。 6.【語法】按規(guī)則變化的。 7.【數(shù)學】等邊等角的;【結(jié)晶】等軸的;〔立體〕各面大小形狀相等的;【植物;植物學】整齊的(花)。 8.【宗教】受教規(guī)束縛的;屬于教團的。 9.〔口語〕十足的,真正的,名符其實的;徹底的。 10.〔美口〕誠實的,可靠的。 regular procedure 正規(guī)手續(xù)。 a regular member 正式會員。 regular people 生活有規(guī)律的人〔尤指大便、月經(jīng)有定時的〕。 a regular pulse 規(guī)則脈。 regular features 端正的面貌。 a regular customer 老主顧。 regular holidays 正式假日。 regular service 定期航行,定期開車(等)。 the regular army 正規(guī)軍,常備軍。 a regular verb 規(guī)則動詞。 a regular hero 真正的英雄。 a regular rascal 十足的惡棍。 a regular fellow [guy] 〔美口〕受大家歡迎的人;(用錢)手松的人;有趣的家伙。 keep regular hours 過有規(guī)律的生活。 adv. 1.有規(guī)則地,定期地,經(jīng)常地。 2.完全,非常。 He comes regular. 他經(jīng)常來。 It happens regular. 這經(jīng)常發(fā)生。 n. 1.〔常 pl.〕正規(guī)兵,常備兵;(球隊的)正式隊員。 2.〔口語〕長期雇工;固定職工;老主顧,???。 3.【宗教】修道士。 4.〔美國〕(某黨派的)忠誠支持者。 5.〔俚語〕〔pl.〕贓物的份兒。 adv. -ly
growth n. 1.生長,成長,發(fā)育,發(fā)展。 2.栽培,培養(yǎng)。 3.生長物,產(chǎn)物;【醫(yī)學】瘤,贅生物。 4.【經(jīng)濟學】(資本價值與收益的)預期增長。 a growth of weeds 雜草叢生。 evil growths 弊病。 of foreign growth 外國培植的。 of home growth 本國培植的。 of one's own growth 自己栽培的。 reach full growth 充分發(fā)育,成熟。
The regular growth of dirichlet series of finite order in the half plane 級數(shù)在水平直線上的增長性
2 the comparisons between soil water deficiency in natural and artificial forest land show that : ( 1 ) the concept of " forestland steady moisture capacity " is presented and defined as the lowest soil water content that can not affect the forest regular growth primarily and cause inverse succession in community 2天然林地和人工林地土壤水分虧缺狀況對比: ( 1 )提出了“林地土壤穩(wěn)定持水量”的概念,初步定義為“不會影響到林分正常生長、發(fā)育,不會導致群落產(chǎn)生逆向演替所需的最低土壤含水量” 。
In this paper , we first study the growth and regular growth of dirichlet series of finite order by type function in the plane and obtain two necessary and sufficient conditions ; and prove that the growth of random entire functions defined by random dirichlet series of finite order in every horizontal straight line is almost surely equal to the growth of entire functions defined by their corresponding dirichlet series . then we define the hyper - order of dirichlet series of infinite order respectively in the plane or in the right - half plane , study the relations between the hyper - order and regular hyper - order of dirichlet series of infinite order and the cofficients ; obtain the hyper - order of random entire functions defined by random dirichlet series of infinite order in every horizontal straight line is almost surely equal to the hyper - order of entire functions defined by their corresponding dirichlet series 本文首先利用型函數(shù)研究了全平面上有限級dirichlet級數(shù)的增長性和正規(guī)增長性,得到了兩個充要條件;證明了有限級隨機dirichlet級數(shù)的增長性幾乎必然與其在每條水平直線上的增長性相同。對于無限級dirichlet級數(shù),分別在右半平面及全平面上定義了其超級的概念,研究了它們的超級和正規(guī)超級與其系數(shù)間的關(guān)系;得到了平面上無限級隨機dirichlet級數(shù)的超級幾乎必然與其在每條水平直線上的超級相同。