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regularization ECON

regularization
تَنْظِيمٌ

oversteppings-regularization ECON

regularization account ECON

regularization not ECON

regularization not
مذكرة تسوية

regularization of investment ECON

Monolingual examples (not verified by PONS Editors)

English
In numerical calculations, the zeta-function regularization is inappropriate, as it is extremely slow to converge.
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The result is equivalent to what can be derived from dimensional regularization.
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This can be alleviated by regularization, such as penalization of states with large spatial gradients.
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The purpose of this article is to illustrate the basics of multiplicative calculus and its application to the regularization of positive definite matrix fields.
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Zeta function regularization is used as one possible means of regularization of divergent series and divergent integrals in quantum field theory.
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Whenever the regularization of a diagram is consistent with a given symmetry, that diagram does not generate an anomaly with respect to the symmetry.
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Alternative methods of controlling overfitting not involving regularization include cross-validation.
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It therefore takes large steps toward the minimum and often requires regularization and/or line-search to achieve convergence.
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However, this loss function is not convex, which makes the regularization problem very difficult to minimize computationally.
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It is used to study the conditioning and regularization of linear systems with respect to quadratic semi-norms.
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