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- Algorithms in Real Algebraic Geometry 實(shí)代數幾何學(xué)中的算法
- Topological Methods in Algebraic Geometry 3rd ed. 代數幾何中的拓撲方法第3版。
- Algebraic Geometry I: Complex Projective Varieties by David Mumford. 復代數幾何的經(jīng)典。
- It has developed from two sources: algebraic geometry and algebraic member theory. 它由兩個(gè)方面發(fā)展而來(lái)，代數幾何和代數數論。
- These are shared concerns in commutative algebra, algebraic geometry, number theory and the computational aspects of these fields. 這些是在交換的代數，代數學(xué)的幾何學(xué)，數論和這些領(lǐng)域的計算的方面方面的被分享的關(guān)心。
- In the fact, the algorithm is also fitted for the real algebraic numbers which have simple real roots in both definitional polynomials. 該算法同樣適用于二個(gè)定義多項式均僅含單實(shí)根的實(shí)代數數。
- The purpose of this paper is to apply the results about Cousin complexes in commutative algebra to algebraic geometry and give a new treatment for Couin complexes on schemes. 本文應用交換代數中的Cousin復形的一些結果,對概型上的Cousin復形的理論進(jìn)行了全新的處理,得到了一些有意義的結果。
- A geometic proof of the Jordan normal form is given by the Euclidean algorithm and the fundamental theorem of algebra, and its works in the algebraic geometry are also given. 摘要文章利用輾轉相除法和代數學(xué)基本定理得到了若當標準型的幾何法證明，并指出了其在代數幾何上的作用。
- Gave solution of the three Weil conjectures concerning generalizations of the Riemann hypothesis to finite fields. His work did much to unify algebraic geometry and algebraic number theory. 德利涅生于比利時(shí)，1978年獲獎，他解決代數幾何學(xué)中聯(lián)系素數與有限域中代數方程根的個(gè)數的韋伊猜想，以簡(jiǎn)潔清晰的證明解決了這一代數幾何的中心問(wèn)題。
- We have proposed an algorithm for determining the sign of the real algebraic numbers, which can be divided into two parts.Both can be the maximum root of their definitional polynomials. 摘要對一類(lèi)特殊的實(shí)代數數：可以分成二部分之和，且其中一部分為它定義多項式的最大根，另一部分的相反數也是它定義多項式的最大根進(jìn)行了研究。
- As is well known, abstract algebraic geometry has been recently not only the main field of applications of commutative algebra but also the principal incentive of new research in commutative algebra. 書(shū)中很多事例，由于涉及外交和他國聲譽(yù)，故而不能具體點(diǎn)出這些國家的名字和涉及的國家的人員的具體姓名。
- In recent years, derived categories and derived equivalences have been adapted extensively to a number of subjects beyond algebraic geometry, and have become one of the dominant subjects. 近年來(lái)，導出范疇和導出等價(jià)廣泛應用于眾多學(xué)科并作為主流課題得到深入研究，產(chǎn)生了許多十分深刻的成果和富有挑戰性的問(wèn)題，反映了當今數學(xué)各學(xué)科互相滲透互相促進(jìn)的發(fā)展趨勢。
- Representation Theory and Algebraic Geometry 我的研究方向是表示論以及代數幾何
- Commutative Algebra and Algebraic Geometry 交換代數與代數幾何
- A simple test will show if this is real gold. 簡(jiǎn)單的試驗就能證明這是否是真金。
- That's where the real danger lies. 這正是真正的危險所在。
- A New Algorithm for Determining Sign of Real Algebraic Numbers 實(shí)代數數符號判定的一種新算法
- That new shopping centre is a real eyesore. 那個(gè)新的購物中心真是難看極了。
- That old block of flats is a real eyesore! 那座舊公寓真不順眼！
- ALGEBRAIC GEOMETRY CODES WITH GOOD ASYMPTOTIC PARAMETERS 具有優(yōu)良漸近參數的代數幾何碼
