【题目】The general polynomial of degree n has the formP(x)=a_nx^n+a_(n-1)x^(n-1)+⋯+a_2x^2+a_1x+a_0where a,n ≠ 0. Find the derivative of P. 相关知识点: 试题来源: 解析 【解析】P'(x)=na_nx^(n-1)+(n-1)a_(n-1)x^(n-2)+⋯+2a_2x+a_1 ...
of view it is the fact that the fundamental polynomial solution of the (Hirota form of the) KP equation areSchur functionsthat gives the clearest suggestion and the main consequence of the above observation is that the technique is restricted to equations of the (reduced) bilinear KP and n-...
polynomial functioninterpolationdisjunctive normal formSugeno integralFor a distributive lattice L, we consider the problem of interpolating functions f : D → L defined on a finite set D ⊆ L n, by means of lattice polynomial functions of L. Two instances of this......
γ-amplification implies (γn−l+1,l)-diversity, where n is the number of distinct sensitive values. A special form of l-diversity is (1l−1,2)-diversity, which guarantees that the most frequent sensitive value in a equivalent class of size m should not occur more than ml times. Si...
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This is a full guide to finding the general term of sequences. There are examples provided to show you the step-by-step procedure for finding the general term of a sequence.
The general or tetradecal is equal to \(\{10,10,10,10\} = \{10,2,1,1,2\} = \{10,4 (1) 2\}\) in BEAF[1] or 4 & 10, using the array of operator. The term was coined by Jonathan Bowers. Approximations Notation Approximation Bird's array notation \(\{10,10,10,10...
We utilize a set of macros to simplify and hide most of the error processing. At the moment an error is detected an error handling function is called (see iwos_error.h). Currently it prints an error either to the debugger output window in Visual C++ or to stderr on other systems. We...
The chapter further illustrates the applications of trigonometric formulae in approximations for small angles, for calculating the solution of triangles, and also for the spherical triangle. Also discussed here are the exponential form, De Moivre's theorem, Euler's relation, and the hyperbolic ...
This is the analogue for bad-reduction varieties of the finite-polynomial cohomology of (Besser, Invent Math 142(2):397–434, 2000); and we use this cohomology theory to give formulae for p-adic regulator maps, extending the results of (Besser, Invent Math 142(2):397–434, 2000; ...