13 citations
Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.
9 papers
Unique first-forbidden -decay transitions in odd-odd and even-even heavy nuclei
Jameel-Un Nabi, Necla Cakmak, Muhammad Majid +1
The allowed Gamow-Teller (GT) transitions are the most common weak nuclear processes of spin-isospin type. These transitions play a key role in numerous processes in the dom…
Multiplicative order convergence in -algebras
Abdullah Aydın
A net in an -algebra is said to be multiplicative order convergent to if $\x_α-x\u\oc 0$ for all . In this paper, we introduce the notions -co…
Convergence via filter in locally solid Riesz spaces
Abdullah Aydın
Let be a locally solid vector lattice. A filter on the set is said to be converge to a vector if, each zero neighborhood set containing ,…
Compact-Like Operators in Vector Lattices Normed by Locally Solid Lattices
Abdullah Aydın
A linear operator between two vector lattices normed by locally solid Riesz spaces is said to be -continuous if, for any -null net , the net is -…
Symplectic integrators for the matrix Hill's equation and its applications to engineering models
Philipp Bader, Sergio Blanes, Enrique Ponsoda +1
We consider the numerical integration of the matrix Hill's equation. Parametric resonances can appear and this property is of great interest in many different physical applications…
Numerical solution of the Burgers' equation with high order splitting methods
Muaz Seydaoğlu, Utku Erdoğan, Turgut Öziş
In this work, high order splitting methods have been used for calculating the numerical solutions of the Burgers' equation in one space dimension with periodic and Dirichlet bounda…
Study of Gamow-Teller transitions in isotopes of titanium within the quasi particle random phase approximation
Sadiye Cakmak, Jameel-Un Nabi, Tahsin Babacan +1
The Gamow-Teller (GT) transition is inarguably one of the most important nuclear weak transitions of the spin-isosopin type. It has many applications in nuclear and astrophysi…
The Scaling, Splitting and Squaring Method for the Exponential of Perturbed Matrices
Philipp Bader, Sergio Blanes, Muaz Seydaoğlu
We propose splitting methods for the computation of the exponential of perturbed matrices which can be written as the sum of a sparse and efficiently exponentia…
High-order splitting methods for separable non-autonomous parabolic equations
Muaz Seydaoğlu, Sergio Blanes
We consider the numerical integration of non-autonomous separable parabolic equations using high order splitting methods with complex coefficients (methods with real coefficients o…