Results 61 to 70 of about 12,289 (205)
. ABSTRACT Colloidal quantum dots (CQDs) based on II–V semiconductors offer attractive optical absorption and carrier transport properties for infrared optoelectronics, yet their device‐relevant electronic behavior remains poorly understood. In particular, Cd3P2 CQDs have been constrained by limited control over nanocrystal growth and carrier polarity.
Ha‐Chi V. Tran +10 more
wiley +1 more source
This review offers a comprehensive comparison between perovskites and perovskite‐inspired materials (PIMs), focusing on their crystal structures, electronic properties, and chemical compositions. It evaluates the applicability of machine learning (ML) descriptors and models across both material classes.
Yangfan Zhang +6 more
wiley +1 more source
Generalized quadrangles of order 4. II
AbstractThere is a unique generalized quadrangle of order 4.
openaire +2 more sources
A closed‐loop, data‐driven approach facilitates the exploration of high‐performance Si─Ge─Sn alloys as promising fast‐charging battery anodes. Autonomous electrochemical experimentation using a scanning droplet cell is combined with real‐time optimization to efficiently navigate composition space.
Alexey Sanin +7 more
wiley +1 more source
Abstract Generating hydrogel beads pertains to many engineering applications. We examined two alginate‐based fluids at three concentrations of alginate, cAG$$ {c}_{\mathrm{AG}} $$. We used the “Map of Misery” to determine which material property (viscosity, elasticity, and inertia) drives droplet formation.
Conor G. Harris +5 more
wiley +1 more source
Grid-symmetric generalized quadrangles
In a finite generalized quadrangle \(Q\) of order \((s, t)\) with \(s,t>1\) a line \(L\) is called an axis of symmetry if the group \(T(L)\) of all automorphisms that fix every line meeting \(L\) has the maximal possible order \(s\). A quadrangle \(Q\) is called grid-symmetric if \(Q\) has two disjoint axes \(M\) and \(L\) of symmetry such that two ...
openaire +3 more sources
We discovered novel materials with giant dielectric constants by combining first‐principles phonon calculations and machine learning. Screening 525 perovskites identified six candidates. RbNbO3 was synthesized under pressure and showed ε ≈ 800–1000. This validates our framework as a powerful tool for high‐performance dielectric materials discovery.
Hiroki Moriwake +9 more
wiley +1 more source
Intriguing sets of partial quadrangles
The point-line geometry known as a \textit{partial quadrangle} (introduced by Cameron in 1975) has the property that for every point/line non-incident pair $(P,\ell)$, there is at most one line through $P$ concurrent with $\ell$.
Bamberg +20 more
core +2 more sources
Generalized quadrangles and regularity
The point \(X\) of a generalized quadrangle (GQ) of order \((s,t)\) is regular if \(|(\{X,Y\}^\bot)^\bot|=t+1\) for every point \(Y\) not collinear with \(X\). Let the generalized quadrangle \(\mathcal S\) of order \((s,t)\) contain a regular point \(X\). Then the incidence structure \({\mathcal N}_X\) with pointset \(X^\bot-\{X\}\), with lineset \(\{(\
openaire +2 more sources
Translation ovoids of flock generalized quadrangles
Let \(S(F)\) be the generalised quadrangle (GQ) of order \((q^2,q)\) as defined by the fourgonal family \(F\). A translation ovoid \(O\) of \(S(F)\) is a set of \(q^3+1\) points of \(S(F)\) such that: (1) no two points of \(O\) are collinear on \(S(F)\); (2) \((\infty)\in O\) and there is a subgroup of the elation group \(G\) fixing \((\infty)\) which ...
BADER, LAURA, TROMBETTI, ROCCO
openaire +3 more sources

