Results 211 to 220 of about 86,658 (242)

The effect of real‐news party cues

American Journal of Political Science, EarlyView.
Abstract News media routinely offer cues about the stances of party elites, but to what extent do these cues shape the policy opinions of the public? While numerous experiments find that partisans adopt the stances of their leaders, these findings may not generalize easily to the context of real news, which often contains richer policy information and ...
Rasmus Skytte
wiley   +1 more source

Emphasizing symbolic capital: its superior influence on the association between family socioeconomic status and adolescent subjective well-being uncovered by a large-scale multivariate network analysis. [PDF]

Front Psychol
Wang Y, Li W, Liu X, Zhang Q, Lu D, Chen Z.   +5 more
europepmc   +1 more source

Defiant pride: Origins and consequences of ethnic voting

American Journal of Political Science, EarlyView.
Abstract Why do voters often remain loyal to ethnic parties despite receiving little in terms of material welfare? I develop a theory focused on the role of dignity concerns in explaining within‐group variation in ethnic party loyalty. Group members who face discrimination from state agencies dominated by outgroups respond with defiant pride, which ...
Mashail Malik
wiley   +1 more source

International Guideline on the Diagnosis and Management of Pediatric Patients With Hereditary Angioedema

Allergy, EarlyView.
ABSTRACT Hereditary angioedema (HAE) with C1 inhibitor deficiency is a rare disease characterized by unpredictable episodes of tissue swelling (angioedema), which, in most cases, occur first under the age of 18 years, and entail a significant burden of disease not only for the patients but also for their families.
Henriette Farkas, Inmaculada Martinez‐Saguer, Konrad Bork, Anastasios E. Germenis, Anete S. Grumach, Hanga Réka Horváth, Andrea Luczay, Andrea Zanichelli, Markus Magerl, Stephen Betschel, Emel Aygören‐Pürsün, Jonathan A. Bernstein, Isabelle Boccon‐Gibod, Teresa Caballero, Mauro Cancian, Sandra Christiansen, Danny M. Cohn, Francisco Contreras, Sansanee Craig, Camelia Isaic, Ankur Jindal, Constance H. Katelaris, Hilary J. Longhurst, Andrew MacGinnitie, Jonny Peter, Grzegorz Porebski, Avner Reshef, Dinh Van Nguyen, Bruce Zuraw, Anthony J. Castaldo, Henrik Balle Boysen, Timothy Craig, the Hereditary Angioedema Working Group (HAWK Group), Adil Adatia, Fiorella Adrianzen, Shimalee Andarawewa, Sladjana Andrejevic, Gabriel Emmanuel Arce‐Estrada, Ecem Ay, Adil Bahadir, Noemi Anna Bara, Marko Barešić, Krasimira Baynova, Shira Benor, Juliette Besson, Dharmagat Bhattarai, Patricia Bigas, Alexis Bocquet, Laurence Bouillet, Nicholas Brodszki, Thomas Buttgereit, Rosario Cabañas, Regis Campos, Asuman Çamyar, Orlane Chol, Stefan Cimbollek, Monica Colque Bayona, Cascia Day, Mats de Lange, Alex Fam, Davide Firinu, Tomas Freiberger, Johana Gil‐Serrano, Delphine Gobert, Dawn Goodyear, Maria del Mar Guilarte Clavero, Svetlana Hadvabova, David Hagin, Roman Hakl, George Harmat, Mensuda Hasanhodzic, Gocki Jacek, Joshua Jacobs, Rashmi Jain, Milos Jesenak, Amin Kanani, Daniela Kapustová, Boris Karanovic, Paul Keith, Tamar Kinaciyan, Pavlina Kralickova, Marcin Kurowski, Krzysztof Kuziemski, Rolando Laurel‐Laurel, Iris Leibovich‐Nassi, Gabriela Leon Zambrana, Ramon Lleonart, Lorena Lorenzo, Ferhat Maksudov, Ania Manson, Dusanka Markovic, Jayne McGucken, Nihal Mete Gokmen, Radovan Mijanovic, Vania Maria Miranda Saavedra, Irene Modestou, Sandra Nieto, Nora Nilsson, Patrik Nordenfelt, Francesca Perego, Angelica Petraroli, Elsa Phillips‐Angles, Alicia Prieto‐García, Michel Raguet, Marc Riedl, Matija Rijavec, Solange Rodrigues Valle, Yaryna Romanyshyn, Antoine Saut, Riccardo Senter, Branislav Šlenker, Marta Sobotkova, Peter J. Spaeth, Marcin Stobiecki, Linda Sundler Björkman, Mireille‐Maria Suttle, Agnes Szilágyi, Paola Triggianese, Kassiani Tzeli, Martina Vachová, Anna Valerieva, Solange Valle, Lilian Varga, Walter A. Wuillemin, Patrick Yong, Zhi Yuxiang, Liudmyla Zabrodska, Radana Zachova, Julia Zharankova   +128 more
wiley   +1 more source

Genetic Diversity Based on the Analysis of 27 Y- Short Tandem Repetition (STR) Loci in Two Populations in the Apuseni Mountains, Romania. [PDF]

Cureus
Hodișan R, Zaha DC, Jurca CM, Irina S, Bembea M.   +4 more
europepmc   +1 more source

The Dogs of Tsenacomoco: Ancient DNA Reveals the Presence of Local Dogs at Jamestown Colony in the Early Seventeenth Century. [PDF]

Am Antiq
Thomas AE, Hill ME, Stricker L, Lavin M, Givens D, de Flamingh A, Witt KE, Malhi RS, Kitchen A.   +8 more
europepmc   +1 more source

Primordial black holes and their gravitational-wave signatures. [PDF]

Living Rev Relativ
Bagui E, Clesse S, De Luca V, Ezquiaga JM, Franciolini G, García-Bellido J, Joana C, Kumar Jain R, Kuroyanagi S, Musco I, Papanikolaou T, Raccanelli A, Renaux-Petel S, Riotto A, Ruiz Morales E, Scalisi M, Sergijenko O, Ünal C, Vennin V, Wands D, LISA Cosmology Working Group.   +20 more
europepmc   +1 more source

Further Progress on the Total Roman $$\{2\}$$-Domination Number of Graphs

Bulletin of the Iranian Mathematical Society, 2021
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Abdollahzadeh Ahangar, Hossein, Chellali, Mustapha, Hajjari, Maryam, Sheikholeslami, Seyed Mahmoud   +3 more
openaire   +3 more sources

New bounds on the outer-independent total double Roman domination number

Discrete Mathematics, Algorithms and Applications, 2023
A double Roman dominating function (DRDF) on a graph [Formula: see text] is a function [Formula: see text] satisfying (i) if [Formula: see text] then there must be at least two neighbors assigned two under [Formula: see text] or one neighbor [Formula: see text] with [Formula: see text]; and (ii) if [Formula: see text] then [Formula: see text] must be ...
S. M. Sheikholeslami, L. Volkmann
openaire   +3 more sources

On computing total double Roman domination number of trees in linear time

, 2020
Let $G=(V,E)$ be a graph. A doubleRoman dominating function (DRDF) on $G$ is a function$f:Vto{0,1,2,3}$ such that for every vertex $vin V$if $f(v)=0$, then either there is a vertex $u$ adjacent to $v$ with $f(u)=3$ orthere are vertices $x$ and $y$ adjacent to $v$ with $f(x)=f(y)=2$ and if $f(v)=1$, then there is a vertex $u$ adjacent to $v$ with$f(u ...
Abolfazl Poureidi
openaire   +2 more sources