Left-continuity of \(t\)-norms on the \(n\)-dimensional Euclidean cube [PDF]
Let \(I=[0,1]\). A \(t\)-norm \(T\) on \(I\) is left-continuous if and only if \(T(\sup Z)=\sup T(Z)\) \((Z\subseteq I)\) (\(T\) is sup-preserving). The aim of the paper is to show that a \(t\)-norm \(T\) on the \(n\)-dimensional Euclidean cube \(I^n\) is left-continuous if and only if \(T\) preserves direct sups.
Wang, Guojun, Wang, Wei
core +4 more sources
An adaptive algorithm for numerical integration over an n-dimensional cube [PDF]
AbstractA program is presented for automatic numerical integration over the n-dimensional cube. Interesting advantages of this program are the strong adaptivity of the algorithm combined with the use of a good basic integration rule. This is shown by some comparative tests with other programs.
van Dooren, Paul, de Ridder, Luc
openaire +3 more sources
Using an Autonomous Cube for Basic Navigation and Input [PDF]
This paper presents a low-cost and practical approach to achieve basic input using a tactile cube-shaped object, augmented with a set of sensors, processor, batteries and wireless communication.
Schmidt, Albrecht +16 more
core +5 more sources
Comparative performance of radiomics models based on 3D-FLAIR-CUBE and MPRAGE sequences gadolinium-induced labyrinth MRI protocols for predicting endolymphatic hydrops in Ménière’s disease [PDF]
Purpose This study aimed to develop and validate a radiomics-based machine learning model using 3D-FLAIR-CUBE and 3D MPRAGE gadolinium-induced labyrinth MRI protocols and accurately predict endolymphatic hydrops in unilateral Meniere’s disease.
Tian Zheng +6 more
doaj +2 more sources
Orthogonal projection and minimal linear interpolation on a n-dimensional cube
Let H be the orthogonal projection onto polynomials of n variables of degree < 1 and \\ \\ be the norm of an operator from C ([0,1]n) to C ([0,1]n).
M. V. Nevskij
doaj +1 more source
Dimple-Encoded Reprogrammable Origami. [PDF]
Local snap‐through of bistable dimples turns flat elastic sheets into reprogrammable origami structures. Interaction‐guided dimple arrays act as angle‐programmable hinge bands, enabling one sheet to morph into distinct polygonal and three‐dimensional configurations while retaining stable shapes for deployable and protective functions.
Zhang Q +6 more
europepmc +2 more sources
Multi-Level Sensory Interpretation and Adaptation in a Mobile Cube [PDF]
Signals from sensors are often analyzed in a sequence of steps, starting with the raw sensor data and eventually ending up with a classification or abstraction of these data.
Van Laerhoven, Kristof +2 more
core +4 more sources
Classification of regular embeddings of n-dimensional cubes [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Catalano, Domenico A. +5 more
openaire +1 more source
Property A and CAT(0) cube complexes [PDF]
Property A is a non-equivariant analogue of amenability defined for metric spaces. Euclidean spaces and trees are examples of spaces with Property A.
Wright, N.J. +4 more
core +1 more source
On Some Problem for a Simplex and a Cube in Rⁿ
Let S be a nondegenerate simplex in Rⁿ. Denote by α(S) the minimal σ > 0 such that the unit cube Qn:= [0, 1]ⁿ is contained in a translate of σS. In the case α(S) ≠ 1 the translate of α(S)S containing Qn is a homothetic copy of S with the homothety ...
M. V. Nevskii
doaj +1 more source

