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Now showing items 2034-2063 of 43371
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An approach to generalizing Banach spaces: normed almost linear spaces
An Approach to Similarity Search for Mathematical Expressions using MathML
An approach to solvability in orthomodular lattices
An approach to solve a fuzzy bi-objective multi-index fixed charge transportation problem
An approach to the Morgan problem
An approach to the solution of a conflict situation with $n$ participants
Approximate biflatness and Johnson pseudo-contractibility of some Banach algebras
Approximate construction of a two-dimensional confidence region
Approximate counting via Euler transform
Approximate derivatives and Baire classes
Approximate differential and Federer normal
Approximated maximum likelihood estimation of parameters of discrete stable family
Approximate dynamic programming based on high dimensional model representation
Approximate evaluation of continuous review $(R,Q)$ policies in two-echelon inventory systems with stochastic transportation times
Approximate identities and Young type inequalities in Musielak-Orlicz spaces
Approximate inverse systems of uniform spaces and an application of inverse systems
Approximately normal function algebras which are local
Approximate maps, filter monad, and a representation of localic maps
An approximate method for determination of eigenvalues and eigenvectors of self-adjoint operators
Approximate methods for solving differential equations on infinite interval
Approximate polynomial GCD
Approximate properties of principal solutions of Volterra-type integrodifferential equations with infinite aftereffect
Approximate solution of an inhomogeneous abstract differential equation
Approximate solution of stochastic programming problems with recourse
Approximate solutions for integrodifferential equations of the neutral type
Approximate solutions of abstract differential equations
Approximate solutions of equations in Banach spaces by the Newton iterative method. Part 2. Hammerstein integral equations
Approximate solutions of equations in Banach spaces by the Newton iterative method. Part I. General theorems
Approximate stable multidimensional polynomial factorization into linear $m$-D polynomial factors
Approximate symmetric derivative and monotonicity
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