The mathematical formulation is further supported by conducting the convergence analysis of the recursive schemes. The accuracy of the proposed method is tested by comparing against the current variational iteration method using many standard examples. It is shown that the proposed method is more ...
We derive a tight closed-form expression for the probability of detection over Nakagami channels. In addition, we introduce an accurate recursive algorithm to compute the probability of detection for an odd degree of freedom over additive white Gaussian noise channels, which has been overlooked in ...
Identification of nonlinear systems based on mathematical physical analysis and least square methodnonlinear systemidentificationrecursive least square methodThe paper deals with the identification of nonlinear systems described by the nonlinear difference equations of the certain type. These equations are known...
Likewise, the process of math formula layout is also recursive. Child components are formatted first and then arranged to form their parent’s layout with this process repeated on every level starting from simplest blocks up to the whole formula. Each sub-formula has its own component structure ...
On the failure of maximum entropy reconstruction for Fredholm equations and other infinite systems. Jonathan M. Borwein 原文链接 谷歌学术 必应学术 百度学术 A recursive algorithm for finding the minimum norm point in a polytope and a pair of closest points in two polytopes. ...
Mathematical programs and their terminology are due to George B. Dantzig, the inventor of the simplex algorithm for solving the LP problems in 1947 [11]. Since then, LP has been widely used and has attained a strong position in practical optimization. An interesting survey paper providing refere...
the report shows how to use semantic mathematics methods to reveal the deep logic and intuitive significance behind complexity analysis, and how to understand the complexity of the algorithm by comparing the relationship between the number of recursive operations and the speed of problem scale reduction...
An important subfield of recursion theory studies algorithmic unsolvability; a decision problem or function problem is algorithmically unsolvable if there is no possible computable algorithm that returns the correct answer for all legal inputs to the problem. The first results about unsolvability, obtained...
(d) Algorithm. The next step is to select or develop a numerical method. Here, we have chosen the Euler method for the solution of initial value problems involving ordinary differential equations, again because of its simplicity. Numerical methods can be thought of as operators that accept ...
A Probabilistic Analysis of the Multiknapsack Value Function. M. MeantiA. H. G. Rinnooy KanLeen StougieCarlo Vercellis 原文链接 谷歌学术 必应学术 百度学术 Towards a Strongly Polynomial Algorithm for Strictly Convex Quadratic Programs: An Extension of Tardos' Algorithm. ...