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Culture shapes whether the pursuit of happiness predicts higher or lower well-being

Ford, Brett Q., Heller, Daniel, Chentsova-Dutton, Yulia, Grossmann, Igor, Tamir, Maya, Uchida, Yukiko, Koopmann-Holm, Birgit, Floerke, Victoria A., Uhrig, Meike, Dmitrieva, Julia O., Bokhan, Tatiana G., Mauss, Iris B.

Гранитоиды Тамирского (Mо) рудопроявления (Западное Забайкалье): состав, возраст и вероятные источники расплавов

Елбаев, Алексей Леонидович, Гордиенко, Иван Власович, Хубанов, Валентин Борисович, Рампилов, Михаил Олегович

Granitoids of the Tamir (Mo) ore occurrence (Western Transbaikalia): composition, age and probable

Early-Warning Signals of Individual Tree Mortality Based on Annual Radial Growth

Maxime, Cailleret, Vasilis, Dakos, Steven, Jansen, Elisabeth M. R. Robert, Tuomas, Aakala, Mariano M. Amoroso, Joe A. Antos, Christof, Bigler, Harald, Bugmann, Marco, Caccianaga, Jesus-Julio, Camarero, Paolo, Cherubini, Marie R. Coyea, Katarina, Čufar, Adrian J. Das, Hendrik, Davi, Guillermo, Gea-Izquierdo, Sten, Gillner, Laurel J. Haavik, Henrik, Hartmann, Ana-Maria, Hereş, Kevin R. Hultine, Pavel, Janda, Jeffrey M. Kane, Viachelsav I. Kharuk, Thomas, Kitzberger, Tamir, Klein, Tom, Levanic, Juan-Carlos, Linares, Fabio, Lombardi, Harri, Mäkinen, Ilona, Mészáros, Juha M. Metsaranta, Walter, Oberhuber, Andreas, Papadopoulos, Any, Mary Petrita, Brigitte, Rohner, Gabriel, Sangüesa-Barreda, Jeremy M. Smith, Amanda B. Stan, Dejan B. Stojanovic, Maria-Laura, Suarez, Miroslav, Svoboda, Volodymyr, Trotsiuk, Ricardo, Villalba, Alana R. Westwood, Peter H. Wyckoff, Jordi, Martínez-Vilalta

STRING-LIKE SOLUTIONS TO KLEIN-GORDON NONLINEAR EQUATION

TERLETSKII J.P.

STRING-LIKE SOLUTIONS TO KLEIN-GORDON NONLINEAR EQUATION

PARTLY ANALYTICAL PARTICLE-LIKE SOLUTION IN A NONLINEAR MODEL OF KLEIN-GORDON EQUATION

PARTLY ANALYTICAL PARTICLE-LIKE SOLUTION IN A NONLINEAR MODEL OF KLEIN-GORDON EQUATION

STRING-LIKE SOLUTIONS OF THE STEP-NON-LINEAR KLEIN-GORDON EQUATION

STRING-LIKE SOLUTIONS OF THE STEP-NON-LINEAR KLEIN-GORDON EQUATION

Jetlike solutions of Klein-Gordon equation with step nonlinearity

Jetlike solutions of Klein-Gordon equation with step nonlinearity

On stepwise dimensional reduction in Kaluza-Klein models

The idea of stepwise dimensional reduction is considered in the special class of Kaluza-Klein (KK

ON THE CONFORMAL GENERATION OF FERMION MASSES IN THE 8-DIMENSIONAL KALUZA-KLEIN MODEL

Fermion sector of the 8-dimensional Kaluza-Klein model is analyzed. Mechanism of generating masses

Generation of static solutions of a self-consistent system of Einstein-Klein-Gordon equations

Anchikov A., Daishev R.

of Einstein-Klein-Gordon equations dependent on one arbitrary function is set in correspondence with a static

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