Items where Subject is "Logic"

Article

Angel Sherin, D A and Maheswari, V. and Balaji, V (2021) Privacy Preserving Message using Padovan Sequence. Journal of Physics: Conference Series, 1964 (2). 022026. ISSN 1742-6588

Arun, M and Santhi, S (2025) Optimization of Integrated Inventory Vendor - Buyer Model using Hexagonal Fuzzy Numbers Under Genetic Algorithm. International Journal of Applied Mathematics, 38 (10). pp. 1-11. ISSN 1314-8060

BALASUNDARAM, HEMALATHA and SATHIAMOORTHY, SENTHAMILSELVI and BÉG, O. ANWAR (2022) MATHEMATICAL MODELING OF THERMO-SOLUTAL TRANSPORT IN PULSATING FLOW IN THE HYDROCEPHALUS. Journal of Mechanics in Medicine and Biology, 22 (10). ISSN 0219-5194

Bharathi, M. N. and Jayalalitha, G. (2024) Analysis Of Neutrosophic Set, Julia Set In Aircraft Crash. Neutrosophic Sets and Systems, 66.

Charles Rabinson, G (2026) AN OPTIMAL SOLUTION FOR FUZZY BALANCED TRANSPORTATION ENVIRONMENT. IJARSCT, 6 (8). pp. 1-6. ISSN 2581-9429

Charles Rabinson, G (2026) An Optimal Algorithm for a Pythagorean Fuzzy Transportation Problem. IJARSCT, 6 (8). pp. 1-6. ISSN 2581-9429

Charles Rabinson, G (2026) STUDY ON PUBLIC HEALTH TRANSPORTATION USING FUZZY ENVIRONMENT. IJARSCT, 6 (8). pp. 1-6. ISSN 2581-9429

Charles Rabinson, G and Alphose Arul Rajan, V S (2023) Study on Public Health Transportation Using Triangular Neutrosophic Fuzzy Environment. IJIRTM, 7. pp. 48-55. ISSN 2581-3404

Charles Rabinson, G. and Rajendran, K. (2022) Solving Transportation Problem using Decagonal Neutrosophic Numbers. NeuroQuantology, 20 (15). ISSN 4690-4696

Igno Mary, I and Sandhiya, S (2025) A COMPARATIVE STUDY OF MCDM TECHNIQUES USING PLITHOGENIC AND NEUTROSOPHIC FRAMEWORKS FOR SUSTAINABLE MOBILITY. Palestine Journal of Mathematics. (In Press)

Igno Mary, I and Sandhiya, S. and Said, Broumi (2025) ADVANCING SUSTAINABLE MOBILITY: COMPARATIVE ANALYSIS OF MCDM METHODS WITH PLITHOGENIC AND NEUTROSOPHIC SETS. International Journal of Applied Mathematics, 38 (7S). pp. 1090-1118. ISSN 1311-1728

Jeyanthi, J and Sandhiya, S A Multi-Objective Dynamic Neutrosophic solid transportation model under IOT-Driven Uncertainty. International Journal of Applied Mathematics, 38 (4S). pp. 706-721. ISSN 1314-8060

Jeyanthi, J and Sandhiya, S (2026) Row Column Reduction Method for Solving Solid Transportation Problem. Advanced Pathways in Electrical, Communication, and Automation: Reconfigurable Systems, Smart Energy, and AI for Industry 5.0. ISSN 978-1-041-30297-1

Kavitha, S and Vidhya, D (2020) Projection of a Fuzzy Relation Using Symmetric Formula by Three Generation Fingerprints. Journal of Complementary Medicine Research, 11 (1). p. 241. ISSN 2577-5669

Kirupavathi, S and Sandhiya, S (2025) An Enhanced Framework for fuzzy transportation problems using enneadecagon fuzzy numbers with dual ranking and stepping stone optimization. International journal of Applied Mathematics, 38 (4S). pp. 672-682. ISSN 1311-1728

Poornima, K and Sandhiya, S (2026) Hierarchical Decision Making Using Neutrosophic Tree Soft Sets for Multi-Criteria Evaluation. Ceylon Journal of Science. (In Press)

Raju, V (2025) Decision Making Problem in Hexagonal Fuzzy Number. International Journal of Sciences and Innovation Engineering, 2 (10). pp. 575-580. ISSN 30490251

Raju, V Fuzzy Decision Making Problem in Hexadecagonal Fuzzy Number. Fuzzy Decision Making Problem in Hexadecagonal Fuzzy Number, 5 (9). 69--73. ISSN 2581-9429

Raju, V (2025) Sequencing Problem in Hexadecagonl Fuzzy Number. Sequencing Problem in Hexadecagonl Fuzzy Number, 2 (6). pp. 332-338. ISSN 30490251

Raju, V (2025) Sequencing Problem in Icosikaitetragonal Fuzzy Number. Sequencing Problem in Icosikaitetragonal Fuzzy Number, 5 (5). pp. 62-66. ISSN 2581-9429

Sandhiy, S and Selvakumari, K (2018) Decision Making Problem for Medical Diagnosis Using Hexagonal Fuzzy Number Matrix. International Journal of Engineering & Technology, 7 (3.34). pp. 660-662. ISSN 2227-524X

Sangeetha, K and Parimala, M (2021) An approach for solving fuzzy game problem using Hexagonal fuzzy numbers. International Journal of Applied Engineering Research.

Sangeetha, T. and Senthamil Selvi, S. (2020) ${O_F-$IDEALS AND ${O_F-$FILTERS IN GENERALIZED ALMOST DISTRIBUTIVE FUZZY LATTICES. Advances in Mathematics: Scientific Journal, 10 (2). pp. 879-890. ISSN 18578365

Sasikala, D and Santhi, S. (2024) Shortest Path Problem Using Pentagonal Fuzzy Number. Nanotechnology Perceptions, 20 (S6).

Sasikala, D. (2024) On Determining Shortest Path Problem under Pentagonal Neutrosophic Fuzzy Number. Communications on Applied Nonlinear Analysis, 31 (2s). 09-16. ISSN 1074-133X

Sathish, S. and Vidhya, D. (2021) A NEW APPROACH ON k-REGULAR FUZZY GRAPHS WITH CHROMATIC NUMBER AND ITS APPLICATIONS. Advances in Mathematics: Scientific Journal, 9 (3). pp. 1397-1405. ISSN 18578365

Selvakumari, K. and Lavanya, S. (2015) An Approach for Solving Fuzzy Game Problem. Indian Journal of Science and Technology, 8 (15). ISSN 0974-6846

Selvakumari, K. and Santhi, S. (2021) A NEW APPROACH FOR SOLVING FLOW SHOP SCHEDULING PROBLEM WITH TRIANGULAR INTUITIONISTIC FUZZY NUMBER. Advances in Mathematics: Scientific Journal, 9 (8). pp. 5815-5825. ISSN 18578365

Sweetlin, P. and Jayalalitha, G. (2025) Optimized Type - 3 Fuzzy Logic for Robust Learning Algorithm ‎in OCR Recognition. International Journal of Basic and Applied Sciences, 14 (SI-1). pp. 111-121. ISSN 2227-5053

Venmani, R. and Rajendran, K. (2024) Rough Set Analysis for Categorizing Motorcycles based on 100 Cubic Centimeters (CC) Engine Displacements. Communications on Applied Nonlinear Analysis, 31 (2s). pp. 32-41. ISSN 1074-133X

Book Section

Jeyanthi, J and Sandhiya, S (2026) Bivariate Neutrosophic Fuzzy Solid Transportation Problem. In: Optimization Techniques for Computational Mathematics, Network Analysis, Fluid Mechanics and Machine Learning. SRR Publications. ISBN 978-81-685538-5-9

Poornima, K and Sandhiya, S (2026) Entropy-Based Multi-Criteria Decision-Making Approach Using Neutrosophic Soft Set Matrices for Poultry Production Evaluation. In: Optimization Techniques for Computational Mathematics, Network Analysis, Fluid Mechanics and Machine Learning. SRR Publications. ISBN 978-81-685538-5-9

Raji, M and Kamala, R and Surapati, Pramanik and Florentin, Smarandache (2026) Neutrosophic Bishop Graphs: Geometric and Computational Reasoning Under Uncertainty. In: New Trends in Neutrosophic Theory and Applications. Neutrosophic Science International Association (NSIA) Publishing House, USA, pp. 119-125. ISBN 978-1-972502-27-3

Suganthi, K. and Jayalalitha, G. (2022) Brownian Motion in EOQ. In: Mathematics in Computational Science and Engineering. Wiley, pp. 1-25. ISBN 9781119777557

Conference or Workshop Item

Dhanalakshmi, G. and Sandhiya, S. (2024) An Analysis between Multi-criteria Decision-Making Methods through an Application under Pythagorean Fuzzy Hypersoft Sets. In: 2024 5th International Conference on Recent Trends in Computer Science and Technology (ICRTCST), Jamshedpur, India.

RAGHAPRIYA, S.P and SANTHI, S (2025) Adaptive Inventory Optimization for Social Media- Driven Demand Using Heptagonal Fuzzy EOQ and AI Forecasting. In: INTERNATIONAL CONFERENCE ON CONVERGENCE OF COMPUTING ,MATHEMATICS AND MICROBIOLOGY,CHALLENGES AND OPPRTUNITES, 20 SEPTEMBER, ST.ANNES ARTS AND SCIENCE COLLEGE ,MADHAVARAM,CHENNAI.

RAGHAPRIYA, S.P and SANTHI, S (2025) EOQ-BASED INVENTORY OPTIMIZATION FOR SOCIAL MEDIATRENDING REAL-WORLD PRODUCTS USING HEPTAGONAL FUZZY NUMBERS AND AI FORECASTING. In: National Conference on Fuzzy Advanced Mathematics and its Aplications, 7 th july 2025, Trichy.

Shruthy, V. N. Jaya and Maheswari, V. (2022) An efficient encryption process with graceful labeling – A hybrid approach. In: INTERNATIONAL CONFERENCE ON ADVANCES IN MATERIALS, COMPUTING AND COMMUNICATION TECHNOLOGIES: (ICAMCCT 2021), 10 April 2020, Kanyakumari, India.

Vengateshan, Sujatha and Subranamyum, Santhi (2025) Study of diabetes in women’s infertility using fuzzy matrix. In: ROLE OF ARTIFICIAL INTELLIGENCE AND IOT IN ENGINEERING, TECHNOLOGY & SCIENCE: ICRAETS 2024, 16–17 April 2024, Madurai, India.

Patent

The Registrar (2025) Mathematical Hyper-Heuristic optimization framework for scheduling problems. 202541119623 A.