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More precisely, we argue that by using the same procedure, namely to divide the integration over into and and creating a closed contour in the complex plane, one may map all the rules of the method of bracket to the Cauchy integral formula. In high energy particle physics, in order to ...
The functions that could have provided function as a derivative are called antiderivatives (or primitive). The formula that gives all these antiderivatives is called theindefinite integralof the function. And such a process of finding antiderivatives is called integration. ...
Approximation of functions from the class Formula Not Shown by Poisson integrals in the uniform metricZhyhalloT. V.KharkevychY. I.UKRAINIAN MATHEMATICAL JOURNAL C/C OF UKRAINSKII MATEMATICHESKII ZHURNAL
energy regime, which corresponds to the point of maximal unipotent monodromy, is determined by a novel Γ^-class evaluation in the ambient spaces of the mirror, while the imaginary part of the integral in this regime is determined by the Γ^-class of the mirror Calabi-Yau manifold itself....
B. W. Helton has studied linear equations of the form (FORMULA PRESENT) this paper extends some of his results to a nonlinear setting. Let 5 be a linearly ordered set, (G, + ||,||) a complete normed abelian group, H the set of functions from G to G that take OA to OM, Csd ...
Specifically, we find a succinct combinatorial formula for all intersection numbers on the hyperelliptic locus with one \\lambda λ \\lambda -clas... A Afandi 被引量: 0发表: 2019年 Computing Hodge Integrals with One Λ-class where ψi is the first Chern class of the cotangent line bundle...
On the periods of abelian integrals and a formula of Chowla and Selberg Not Available BH Gross - 《Inventiones Mathematicae》 被引量: 177发表: 1978年 Linear estimate of the number of zeros of Abelian integrals for a class of integrable non-Hamiltonian systems We consider the class of all pol...
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