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A quasi-norm ǁ.ǁ is called a p-norm (0 ≤ p ≤ 1) if x + y p ≤ x p + y p. for all x, y ∈ X.
We propose a modified P-norm correction method to overcome the limitation of conventional P-norm methods by employing the lower bound P-norm stress curve.
This study presents maximum stress constrained topology optimization using a novel P-norm correction method for lightweight design.
This allows a generalized p-norm.
A p-norm stress functional is used to aggregate stresses in a single constraint.
For each layer, the basis vector maximizes a p-norm measure of sparsity.
Shorter Version: Ranking with a P-Norm Push and its (bib), COLT, 2006.
Suppose that (mathcal{A}) is a p-norm SDD tensor.
Thus, (mathcal{A}) is a p-norm SDD tensor.
Clearly, the (operatorname{SDD}(p)) matrix is a 2nd-order p-norm SDD tensor.
A general framework for ℓ p-norm MKL (ℓ p- MKL) was proposed by Kloft et al. (2011).
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