### Some articles on *iterative*:

**Iterative**Refinement

...

**Iterative**refinement is an

**iterative**method proposed by James H ... Starting with x1 = x̂,

**iterative**refinement computes a sequence {x1,x2,x3,…} which converges to x* when certain assumptions are met ...

Local Convergence

... In numerical analysis, an

... In numerical analysis, an

**iterative**method is called locally convergent if the successive approximations produced by the method are guaranteed to converge to a solution when the ...**Iterative**methods for nonlinear equations and their systems, such as Newton's method are usually only locally convergent ... An**iterative**method that converges for an arbitrary initial approximation is called globally convergent ...Recursive Call - Recursion Versus Iteration - Expressive Power

... Every recursive function can be transformed into an

... Every recursive function can be transformed into an

**iterative**function by replacing recursive calls with**iterative**control constructs and simulating the call stack ... Conversely, all**iterative**functions and procedures that can be evaluated by a computer (see Turing completeness) can be expressed in terms of recursive functions**iterative**... constructs in these languages, a working**iterative**program rewritten in recursive form may overflow the call stack ...Sparse Vector - Solving Sparse Matrix Equations

... Both

... Both

**iterative**and direct methods exist for sparse matrix solving ...**Iterative**methods, such as conjugate gradient method and GMRES utilize fast computations of matrix-vector products, where matrix is sparse ... accelerate convergence of such**iterative**methods ...Scott–Potter Set Theory - Discussion

... The Von Neumann universe implements the "

... The Von Neumann universe implements the "

**iterative**conception of set" by stratifying the universe of sets into a series of "levels," with the sets at a given level being the members of the ... The resulting**iterative**conception steers clear, in a well-motivated way, of the well-known paradoxes of Russell, Burali-Forti, and Cantor ... Given the**iterative**conception, such collections cannot form sets at any given level of the hierarchy and thus cannot be sets at all ...Main Site Subjects

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