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The construction of fixed points of pseudocontractive mappings (asymptotically pseudocontractive mappings), and of common fixed points of pseudocontractive semigroups (asymptotically pseudocontractive semigroups) is an important problem in the theory of pseudocontractive mappings.
Eugene V. Koonin, National Center for Biotechnology Information, NIH, USA This very brief manuscript defines and solves an important problem in the theory of evolution.
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The papers, encompassing 500 pages and four years of effort, claim to solve an important problem in number theory known as the abc conjecture.
Convection in spherical shells under the influence of a radial force field is an important problem in classical convection theory.
Therefore, one of the most interesting and important problems in the theory of monotone operators is to find an efficient iterative algorithm to compute their zero points.
Therefore, one of the most interesting and important problems in the theory of maximal monotone operators is to find an efficient iterative algorithm to compute approximate zeros of.
One of the most interesting and important problems in the theory of maximal monotone operators is to find a zero point of maximal monotone operators.
Finding sharp asymptotics of the number of the lattice points in the inflated domain is an important problem of the number theory.
One of the most interesting and important problems in the variational inequality theory is the development of an efficient iterative algorithm to compute approximate solutions.
Which was described, in 1999, as one of the most important problems in the area of number theory.
The inverted pendulum problem is one of the most important problems in control theory and has been studied excessively in control literatures.
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