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by IQAC KIITKIIT Deemed to be University — Internal Quality Assurance Cell

Publication2026

FIXED POINTS RESULTS VIA ENRICHED CONTRACTION AND APPLICATION TO MATRIX EQUATIONS

The record

Type
Publication
Date
1 February 2026
Level
International — held abroad
Journal
Fixed Point Theory
Volume
27
Issue
1
Pages
165-178
Published
1 February 2026
DOI
10.24193/fpt-ro.2026.1.10
Scopus ID
105033052140
ISSN
15835022
Authors
4
Open access
No
Citations
0
International co-authorship
Yes
Co-author countries
IN, TR

Classification

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UN Sustainable Development Goals

  1. 9.5 Enhance scientific research, upgrade technological capabilities, and increase researchers and R&D spending

    TargetPrimaryHigh confidenceJudged

    Fixed point theory research through enriched contractions and matrix equations represents pure mathematical research methodology advancement

    High confidence
    The subject matter is a strong and direct inference from the record type, the funding or organising body, or the programme context, even where the title alone is thin. Example: an ICMR-funded project against SDG 3, on the strength of the agency.
    Judged
    Judged against the published classification rubric, under the rubric and prompt versions recorded with the run that produced it.
    Produced by
    claude-haiku-4-5-20251001, under kortex-publication-v1

  2. 17.6 Enhance North-South, South-South and triangular cooperation on science, technology and innovation, and knowledge sharing

    TargetSecondaryHigh confidenceRule-derivedrule sdg17-structural-v1

    Structural signal: co-authorship outside India.

    Rule-derived
    Emitted by a deterministic rule from structural signals rather than judged from the record’s text. The rule carries a version, so rule-derived and judged labels stay separable.
    Produced by
    sdg17-structural-v1, under kortex-publication-v1

Viksit Bharat @2047

  1. vb-3.1 Research and development

    Sub-themePrimaryHigh confidenceJudged

    Advanced mathematical research contributes to research and development through fundamental theory supporting computational applications

    Produced by
    claude-haiku-4-5-20251001, under kortex-publication-v1

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KIIT Deemed to be University. “FIXED POINTS RESULTS VIA ENRICHED CONTRACTION AND APPLICATION TO MATRIX EQUATIONS”. Kortex.

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