theorem造句
241. There are a number of alternative formulations of the reciprocity theorem.
242. Then, complimentary theorem were used to solve the dual problem.
243. Among the theory about the economic effect of the public debt, Ricardo Equivalence Theorem offers a different viewpoint from Keynes.
244. Four theorems about continuous function on an closed interval are proved by a interval sequence theorem in mathematical analysis.
245. The paper makes an analysis and inquiry about the differences among the Roue Theorem. Lagrange Thoorem and Cauchy Theorem.
246. The inverses of infinite matrix on a division ring are discussed. The decomposition theorem of infinite matrix on a division ring is proved.
247. The formulas are derived by analyzing the measured vibration modes and using the Hamilton theorem in analytical mechanics together with Ritz method for resolution.
248. The assertion is known as the closed graph theorem for Hilbert spaces.
249. And then the simulation of the sampling theorem is designed as a case.
250. Green's theorem for flux says I have a closed curve that goes counterclockwise around some region.
251. By means of the implicit function theorem, this paper proves that there exists a unique real solution of those equations.
252. OK, so basically you can apply Green's theorem for a region that has several boundary curves. You just have to be careful that the outer boundary must go counterclockwise.
253. The description of The Coase Theorem is always devoid of exactness.
254. The separated theorem is proved for constructing the functions and polynomial equation, the error formula for the construction function is also obtained.
255. The duality theory is the basic theory for mathematical planning in which the study of weak duality theorem under different controlling conditions is an important part of duality theorem research.
256. There is a similar thing with the divergence theorem, of course, with flux and double integral of div f, you can apply exactly the same argument.
257. Give a class of differential intermediate value theorem, and obtain the asymptotic behavior of mediant for the theorem.
258. In this paper, the fundamental principle of random process theorem is applied to the analyses of fluctuating pressure amplitude and frequency characteristics of the overflow tower.
259. An existence theorem of periodic solutions was obtained for non-autonomous second order systems with sub-additive potential by using the least action principle.
260. Theand the anti - grouped ideal of BZ - algebra were introduced and the homomorphism theorem of BZ - algebras was proved.
262. Based on TIKHONOV regularization theorem, a new regularizer, which has explicitly physical meaning, is chosen to mitigate the ill-condition of the normal matrix.
263. After analyzing several theory models of inductive reasoning, we use the Bayes Theorem to prove the premise probability principle, and integrate this theory with human mental process.
264. Based on the introduction of fuzzy fields and fuzzy algebras over fuzzy fields, the represention theorem and isomorphism extension theorem of fuzzy algebras over fuzzy fields are derived.
265. This paper describes the characters of independent sources and controlled sources, presents analytical method by which controlled sources can perform independently, and extends superposition theorem.
266. With the equipments of lab and diathermancy theorem , it can be observed and analyzed, and its characteristics and law can be known well. By the way, its preponderance can be exerted to the full.
267. At last, we extend the Shannon - McMillan theorem to the nonhomogeneousMarkov chain fields.
268. It seems that the proof of Pythagoras's theorem comes pretty much from just consulting the ideas of Euclidean triangle, the exhume of Euclidean geometry and simply doing inferences from those.
269. We call this principle a rule and not a theorem.
270. Application the theorem of cluster analysis, the classification of attributes is discussed.
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