In this article, we investigated a nonlinear higher dimensional time fractional Korteweg–de
Vries-type (KdV) equation. This considered equation is usually used to describe shallow …

We present a review of differential-geometric and Lie-algebraic approaches to the
investigation of a broad class of nonlinear integrable differential systems of “heavenly” type …

The multiple exp‐function method and multiple rogue wave solutions method are employed
for searching the multiple soliton solutions to the (3+ 1)‐dimensional Kadomtsev …

In this work, we investigate a symmetry reduction of the recently discovered (3+ 1)-
dimensional equation of the Monge-Ampère type. This equation forms a bi-Hamiltonian …

We study point symmetries, the corresponding conserved densities and hierarchies of four
new bi-Hamiltonian heavenly systems in 3+ 1 dimensions which we discovered recently. We …

A review of differential-geometric and Lie-algebraic approaches to the study of a broad class
of nonlinear integrable differential systems of “heavenly” type associated with Hamiltonian …

Değerli katkılarından dolayı kongrenin Bilim Kurulu Başkanı Prof. Dr. F. Ömer İLDAY'a ve
bilim kurulu üyelerine, Danışma Kurulu Başkanı Prof. Dr. Bülent AKINOĞLU ile …

ОПЕРАТОРЫ РЕКУРСИИ И ИЕРАРХИИ НОВЫХ (3+1)-МЕРНЫХ БИ-ГАМИЛЬТОНОВЫХ
СИСТЕМ КОРЗИНА ПОИСК НАВИГАТОР ЖУРНАЛЫ КНИГИ ПАТЕНТЫ ПОИСК АВТОРЫ …

The survey is devoted to old and recent investigations of the classical MA Buhl problem of
description of the compatible linear vector field equations and their general Pfeiffer and …