The development of the Era that continues to advance is a reinforcement education important innovate be in line with demands Era. This study aims reveal implications Ismail Raji Al-Faruqi's reconstructionism Islamic education. To answer objectives study, researchers used qualitative approach library research method based on framework figure methodology. From results this several points were obt...

ENWEndNote BIBJabRef, Mendeley RISPapers, Reference Manager, RefWorks, Zotero AMA M. Rahman M, T. Arif Safii R, Tambi Z, Jantan F. Ismail Perceived knowledge, attitude towards HIV/AIDS, and sexual behavior among migrant workers in Malaysia: a structural path analysis. HIV & AIDS Review. International Journal of HIV-Related Problems. 2021;20(3):213-222. doi:10.5114/hivar.2021.109631. APA Rahman...

We use generating functions to express orthogonality relations in the form of q-beta integrals. The integrand of such a q-beta integral is then used as a weight function for a new set of orthogonal or biorthogonal functions. This method is applied to the continuous q-Hermite polynomials, the Al-Salam-Carlitz polynomials, and the polynomials of Szegő and leads naturally to the Al-Salam-Chihara p...

the victory of tugrul in dandanghan (431 hq/1073 ad) heralded the rule of seljuks in persia. the pinnacle of this period could be said to have been the ten years reign of alp arsalan (455-65/1063-73) and twenty years reign of his son malekshah (465-85/1063-73). these thirty years of continuous rule by father and son coincided with the chancellorship of khajeh nizam al-mulk, a wise counselor to ...

The symmetric Al-Salam–Chihara polynomials for q > 1 are associated with an indeterminate moment problem. There is a self-adjoint second order difference operator on l(Z) to which these polynomials are eigenfunctions. We determine the spectral decomposition of this self-adjoint operator. This leads to a class of discrete orthogonality measures, which have been obtained previously by Christianse...

The symmetric Al-Salam and Chihara polynomials for q > 1 are associated with an indeterminate moment problem. There is a self-adjoint second order difference operator on l(Z) to which these polynomials are eigenfunctions. We determine the spectral decomposition of this self-adjoint operator. This leads to a class of discrete orthogonality measures, which have been obtained previously by Christi...

We use generating functions to express orthogonality relations in the form of q-beta integrals. The integrand of such a q-beta integral is then used as a weight function for a new set of orthogonal or biorthogonal functions. This method is applied to the continuous q-Hermite polynomials, the Al-Salam-Carlitz polynomials, and the polynomials of Szegő and leads naturally to the Al-Salam-Chihara p...

Objective: One of the most common global disorders is related to gastrointestinal system. Functional dyspepsia (FD) defined as upper abdominal pain and discomfort in the absence of organic ailments is a prevalent disease without any confirmed medication. The purpose of this study was to find gastric disorders which might be coincidental to FD based on traditional Persian medicine (TPM). Materia...