Related papers: A note on the convergence of the Adomian decomposi…

We introduce methods that allow to derive continuous-time versions of various discrete-time ergodic theorems. We then illustrate these methods by giving simple proofs and refinements of some known results as well as establishing new results…

We propose a novel method to conceptually decompose an existing annotation into separate levels, allowing the analysis of inter-annotators disagreement in each level separately. We suggest two distinct strategies in order to actualize this…

In this paper, we prove an inequality regarding the differential polynomial. This improves some recent results.

This brief note aims at condensing some results on the 32-point approximate DFT and discussing its arithmetic complexity.

This note presents an application of the quasi-conform transformation in surveying.

The new class of alternating-conjugate splitting methods is presented and analyzed. They are obtained by concatenating a given composition involving complex coefficients with the same composition but with the complex conjugate coefficients.…

In this note, we establish the validity of a conjecture recently proposed in Mathematics Magazine and connect it to the existing interesting results

The note complements topological aspects of the theory of chiral algebras.

In this note we mainly study the fine Jordan-Chevalley decomposition: a refinement of the classical Jordan-Chevalley decomposition of a matrix and we pay a particular attention to the field of the coefficients of the matrix. Moreover we…

This work considers a formal deformation of the quantum disc (it is developed via an application of the Berezin method) and presents an explicit formula for this deformation.

Alternative approaches to Lebesgue integration are considered.

We show that the basic results on the paper referred in the title [J. Phys. A: Math. Gen. v. 35 (2002) 5333-5345], concerning the derivation of the Ermakov invariant from Noether symmetry methods, are not new.

A new proof of the decomposition theorem is established using a relation with a version of the local purity theorem of Deligne and Gabber adapted to complex algebraic varieties.

In this paper, we find a new recurrence formula fo the Euler zeta functions.

We present a relative form of the Toponogov comparison theorem.

Far as we know there are not exact solutions to the equation of motion for a relativistic harmonic oscillator. In this paper, the relativistic harmonic oscillator equation which is a nonlinear ordinary differential equation is studied by…

We present a general strategy that allows a more flexible method for the construction of fully additive multipartite entanglement monotones than the ones so far reported in the literature of axiomatic entanglement measures. Within this…

We notice new Hermitian counterpart of Swanson's Hamiltonian.

The purpose of this article is to give another molecular decomposition for members of the weighted Hardy spaces.

This note is about a little extension of Nash's embedding theorem in the case of complete manifolds.