Search Results - "Bhatti, Faqir M."

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  1. 1

    Understanding Arteriosclerotic Heart Disease Patients Using Electronic Health Records: A Machine Learning and Shapley Additive exPlanations Approach by Miranda, Eka, Adiarto, Suko, Bhatti, Faqir M., Zakiyyah, Alfi Yusrotis, Aryuni, Mediana, Bernando, Charles

    Published in Healthcare informatics research (01-07-2023)
    “…Objectives: The number of deaths from cardiovascular disease is projected to reach 23.3 million by 2030. As a contribution to preventing this phenomenon, this…”
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    Journal Article
  2. 2

    On Some Structural Properties of Integer-Based Graphs and Their Topological Indices by Bhatti, Faqir M., Malooq, Muhammad, Ahmad, Jihad, Zaman, Iqra, Usman, Muhammad

    Published in Journal of mathematics (Hidawi) (2022)
    “…Integer partition plays an important role in different fields like graph theory and number theory. This paper comprises different properties of the integer…”
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  3. 3

    Some properties of weight factors arising in low-density series expansion for percolation models by BHATTI, Faqir M, ABU, Nur Azman

    “…Let F(G) be any additive property of a simple graph such that F(G)=F(G1)+F(G2), where G is the series combination of graphs G1 and G2. The weight factor W(G)…”
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    Journal Article
  4. 4

    Low-density series expansion for the Domany-Kinzel model by INUI, Norio, KATORI, Makoto, BHATTI, Faqir M

    Published in Journal of the Physical Society of Japan (01-02-2001)
    “…Domany-Kinzel (DK) model is a family of the 1+1 dimensional stochastic cellular automata with two parameters p1 and p2, which simulate time evolution of…”
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  5. 5
  6. 6

    On the energy and spectral properties of the He matrix of hexagonal systems by Bhatti, Faqir M., Das, Kinkar Ch, Ahmed, Syed A.

    Published in Czechoslovak mathematical journal (01-03-2013)
    “…The He matrix, put forward by He and He in 1989, is designed as a means for uniquely representing the structure of a hexagonal system (= benzenoid graph)…”
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  7. 7

    Estimates of Resistive and Conductive Exponents in Twoand Three Dimensions Using Extended Perimeter Method by M. Bhatti, Faqir

    Published in Journal of the Physical Society of Japan (01-10-2000)
    “…We use the `Extended Perimeter Method', to calculate the low density series in powers of p (where p is the probability) for the resistive and conductive…”
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    Journal Article