Pages that link to "Item:Q1290627"

The following pages link to Tensor methods for large sparse systems of nonlinear equations (Q1290627):

Displaying 41 items.

• A modified Hestenes and Stiefel conjugate gradient algorithm for large-scale nonsmooth minimizations and nonlinear equations (Q255074) (← links)
• Matrix FEM equation describing the large-strain deformation of an incompressible material (Q366831) (← links)
• Two derivative-free projection approaches for systems of large-scale nonlinear monotone equations (Q369446) (← links)
• Real-time motion planning for multibody systems (Q884818) (← links)
• On locating all roots of systems of nonlinear equations inside bounded domain using global optimization methods (Q984531) (← links)
• A new adaptive trust-region method for system of nonlinear equations (Q1630742) (← links)
• Tensor methods for solving symmetric \({\mathcal {M}}\)-tensor systems (Q1703065) (← links)
• Tensor-Krylov methods for large nonlinear equations (Q1915769) (← links)
• A new nonmonotone line-search trust-region approach for nonlinear systems (Q2001862) (← links)
• Interval tensors and their application in solving multi-linear systems of equations (Q2004549) (← links)
• An efficient line search trust-region for systems of nonlinear equations (Q2041134) (← links)
• Enhanced Dai-Liao conjugate gradient methods for systems of monotone nonlinear equations (Q2061399) (← links)
• Two descent Dai-Yuan conjugate gradient methods for systems of monotone nonlinear equations (Q2063152) (← links)
• Triangular decomposition of CP factors of a third-order tensor with application to solving nonlinear systems of equations (Q2067307) (← links)
• A modified PRP-type conjugate gradient projection algorithm for solving large-scale monotone nonlinear equations with convex constraint (Q2075960) (← links)
• Search for sparse solutions of super-large systems with a tensor structure (Q2101411) (← links)
• Adaptive three-term family of conjugate residual methods for system of monotone nonlinear equations (Q2107668) (← links)
• Novel accelerated methods of tensor splitting iteration for solving multi-systems (Q2133006) (← links)
• Descent Perry conjugate gradient methods for systems of monotone nonlinear equations (Q2205641) (← links)
• Pipe roughness identification of water distribution networks: a tensor method (Q2246436) (← links)
• An efficient conjugate gradient trust-region approach for systems of nonlinear equation (Q2313481) (← links)
• A three-terms Polak-Ribière-Polyak conjugate gradient algorithm for large-scale nonlinear equations (Q2345688) (← links)
• Solving sparse non-negative tensor equations: algorithms and applications (Q2355654) (← links)
• A modified quasi-Newton method for nonlinear equations (Q2406290) (← links)
• A trust region spectral method for large-scale systems of nonlinear equations (Q2629144) (← links)
• Tensor-Krylov method for computing eigenvalues of parameter-dependent matrices (Q2668025) (← links)
• Solving multilinear systems via tensor inversion (Q2848624) (← links)
• A tensor approximation method based on ideal minimal residual formulations for the solution of high-dimensional problems (Q2936552) (← links)
• Efficient matrix-free direction method with line search for solving large-scale system of nonlinear equations (Q3388835) (← links)
• A Globally Convergent Trust-Region Method for Large-Scale Symmetric Nonlinear Systems (Q3453778) (← links)
• Tensor Methods for Nonlinear Equations (Q3675422) (← links)
• Splitting methods for tensor equations (Q4599017) (← links)
• Nonmonotone Self-adaptive Levenberg–Marquardt Approach for Solving Systems of Nonlinear Equations (Q4639189) (← links)
• An efficient adaptive trust-region method for systems of nonlinear equations (Q4983274) (← links)
• On HSS-Based Iteration Methods for Two Classes of Tensor Equations (Q4986604) (← links)
• Combining line search and trust-region methods for<b>ℓ1</b>-minimization (Q5028615) (← links)
• The Hager–Zhang conjugate gradient algorithm for large-scale nonlinear equations (Q5031714) (← links)
• Modification of the double direction approach for solving systems of nonlinear equations with application to Chandrasekhar’s Integral equation (Q5054013) (← links)
• A projection method to solve linear systems in tensor format (Q5397301) (← links)
• Tensor-Krylov Methods for Solving Large-Scale Systems of Nonlinear Equations (Q5700319) (← links)
• Sketch‐and‐project methods for tensor linear systems (Q5887279) (← links)