WebThe generalized Hietarinta-type equation (2.3) contains two types of fourth-order derivative terms and ve second-order derivative terms. We will show that there exist abundant lump solutions to the generalized Hietarinta-type equation (2.3). If we take 1 = 1 = 2 = 0; then the generalized Hietarinta-type equation (2.1) presents a reduced ... WebJarmo Hietarinta Nalini Joshi F.W. Nijhoff This first introductory text to discrete integrable systems introduces key notions of integrability from the vantage point of discrete …

Jarmo Hietarinta

WebIn this work, we study the generalized ([Formula: see text])-dimensional Hietarinta equation by utilizing Hirota’s bilinear method. In addition, the lump solution and breather solution are presented. Using , , DOI: 10.1142/S0217984922500324 Abundant wave solutions for generalized Hietarinta equation with Hirota’s bilinear operator ... WebHietarinta Laboratory of Industrial Physics Contact [email protected] +358 40 722 5685 Vesilinnantie 5 20500 Turku Publications Sort by: Publication date Publication type Search for integrable two-component versions of the lattice equations in the ABS-list (2024) Open Communications in Nonlinear Mathematical Physics Hietarinta Jarmo rise up don\u0027t falling down again lyrics

Lump solutions to a generalized Hietarinta-type equation via

WebMar 27, 2024 · In the current work, the modified (2 + 1)-dimensional Hietarinta model is considered by employing Hirota's bilinear scheme. Likewise, the bilinear formalism is obtained for the considered model. WebIndépendant. Jan 2024 - Present2 years 4 months. - Support program operations and new business for Libya portfolio. - Take full part of the organization proposal writing activities … WebAnu Hietarinta Education Manager, managering Well-being Services and Counselling Seinäjoki. Sedu Seinäjoen koulutuskuntayhtymä, +2 more University of Jyväskylä, +2 … rise up dramatically crossword clue