Search Results - "Ansari, Moin"

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    Local soft rough approximations and their applications to conflict analysis problems by Ansari, Moin Akhtar, Rehman, Noor, Ali, Abbas, Hila, Kostaq, Mubeen, Tahira

    Published in Knowledge and information systems (01-07-2024)
    “…Local rough sets are an efficient model to analyze large-scale datasets with finite labels because they are an essential development in classical rough sets…”
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    Properties of tiny braids and the associated commuting graph by Haider, Azeem, Ali, Usman, Ansari, Moin A.

    Published in Journal of algebraic combinatorics (01-02-2021)
    “…In this text, we focus on a subset (called the set of tiny braids) of factors of the Garside braid and generalize some known results related to tiny braids…”
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    A ‘benign’ extrapyramidal side effect masking a life-threatening neuroleptic malignant syndrome by Dolp, Reinhard, Ansari, Moin, Chan, Michael, Hassan, Tariq Mahmood

    Published in Pakistan journal of medical sciences (31-10-2020)
    “…The neuroleptic malignant syndrome is a rare, life-threatening idiosyncratic reaction to neuroleptic medication. The use of newer antipsychotics combined with…”
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    On an extension of KU-algebras by N. A. Koam, Ali, Haider, Azeem, A. Ansari, Moin

    Published in AIMS mathematics (01-01-2021)
    “…In this article we define an extension of KU-algebra and call it an extended KU-algebra. We study basic properties of this extended KU-algebra and its ideals…”
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    Generalized Cut Functions and n-Ary Block Codes on UP-Algebras by Koam, Ali N. A., Haider, Azeem, Ansari, Moin A.

    Published in Journal of mathematics (Hidawi) (01-01-2022)
    “…In this paper, the work is comprised of n-ary block codes for UP-algebras and their interrelated properties. n-ary block codes for a known UP-algebra is…”
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    Computation of eccentric topological indices of zero-divisor graphs based on their edges by Koam, Ali N. A., Ahmad, Ali, Haider, Azeem, Ansari, Moin A.

    Published in AIMS mathematics (01-01-2022)
    “…The topological index of a graph gives its topological property that remains invariant up to graph automorphism. The topological indices which are based on the…”
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    Intersection soft ideals and their quotients on KU-algebras by Ansari, Moin A., Koam, Ali N. A., Haider, Azeem

    Published in AIMS mathematics (01-01-2021)
    “…In this paper, we have discussed quotient structures of KU-algebras by using the concept of intersection soft ideals. In general, the soft sets are…”
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    Topological properties of reverse-degree-based indices for sodalite materials network by Koam, Ali N.A., Ansari, Moin A., Haider, Azeem, Ahmad, Ali, Azeem, Muhammad

    Published in Arabian journal of chemistry (01-10-2022)
    “…Natural zeolites are frequently referred to as macromolecular sieves. Because of relatively inexpensive cost of installation, zeolites networks are highly…”
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    Ordered Quasi(BI)-Γ-Ideals in Ordered Γ-Semirings by Koam, Ali N. A., Ansari, Moin A., Haider, Azeem

    Published in Journal of mathematics (Hidawi) (2019)
    “…In this paper, we have defined ordered quasi-Γ-ideals and ordered bi-Γ-ideals in ordered Γ-semirings by defining the relation “≤” in ordered Γ semiring S as…”
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    On a Graph Associated to UP-Algebras by Ansari, Moin, Haidar, Azeem, Koam, Ali

    “…In this article, we introduce the concept of graphs associated with commutative UP-algebra, which we say is a UP-graph whose vertices are the elements of…”
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    Advancement in Understanding and Treating Diabetic Foot Ulcer in Indian Scenario: A Comprehensive Review by Khan, Mohd Shahid, Jahan, Noor, Khatoon, Razia, Ansari, Faisal Moin, Ahmad, Siraj

    “…This advanced review focuses on preventing and managing Diabetic Foot Ulcers (DFUs), with a particular emphasis on the Indian context. It explores a range of…”
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    Characterizing N-type derivations on standard operator algebras by local actions by Hakami, Khalil Hadi, Nisar, Junaid, Alnefaie, Kholood, Ansari, Moin A.

    Published in AIMS mathematics (01-01-2024)
    “…On an infinite dimensional complex Hilbert space $ \mathcal{H} $, we consider a standard operator algebra $ \mathcal{S} $ with an identity operator $ I $ that…”
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    n-ary block codes related to KU-algebras by Koam, Ali N. A., Ansari, Moin A., Haider, Azeem

    Published in Journal of Taibah University for Science (01-01-2020)
    “…In this paper, n-ary block codes for KU-algebras and their interconnecting properties in terms of block codes have been given. A construction of n-ary block…”
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    Self-reported health and smoking status, and body mass index: a case-control comparison based on GEN SCRIP (GENetics of SChizophRenia In Pakistan) data by Ayub, Muhammad, Arsalan, Arsalan, Khan, Shams-ud-Din Ahmad, Bajwa, Saqib, Hussain, Fahad, Umar, Muhammad, Khizar, Bakht, Sibtain, Muhammad, Butt, Ayesha, Mukhtar-Ul-Haq, Mian, Dogar, Imtiaz Ahmad, Ansari, Moin Ahmad, Shafiq, Sadia, Tariq, Muhammad, Hussain, Mian Iftikhar, Nasar, Amina, Mustafa, Ali Burhan, Taj, Rizwan, Rehman, Raza Ur, Rajput, Atir Hanif, Ambreen, Syeda, Naqvi, Syed Qalb-e-Hyder, Mehmood, Khalid, Khan, Muhammad Younis, Ali, Jawad, Mehmood, Nasir, Amir, Ammara, Nasr, Tanveer, Rabbani, Fazal, Afridi, Adil, Nazar, Zahid, Idrees, Muhammad, Chishti, Ahsan ul Haq, Shamsher Khan, Rana Muzammil, Khan, Anisuzzaman, Aslam, Rubina, Mehdi, Muntazir, Asif, Aftab, Zulqarnain, Ali, Afridi, Jalil, Hussain, Asif, Anwar, Sibtain, Salman, Saad, Khan, Inzemam, Mabood, Zia ul, Hamzalah, Hamzalah, Javed, Adan, Nawaz, Komal, Zahra, Kainat, Nayyar, Urooj, Tooba, Syeda, Rajput, Ammara Ali, Anjum, Anum, Rehman, Ayesha, Kanwal, Maria, Yasmeen, Tahira, Hassan, Sadia, Zaidi, Mariyam Ali, Nayab, Dur E, Kamal, Muhammad, Jamil, Bisma, Malik, Rida, Ul Haq, Ihtisham, Bibi, Zohra, Nawaz, Kalsoom, Anwer, Munaza, Javed, Afzal, Rana, Nusrat Habib, Khan, Muhammad Nasar Sayeed, Naeem, Farooq, Pato, Carlos N, Pato, Michele T, Farooq, Saeed, Knowles, James A

    Published in BMJ open (08-04-2021)
    “…IntroductionIndividuals with schizophrenia are at a high risk of physical health comorbidities and premature mortality. Cardiovascular and metabolic causes are…”
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