Special Issue October - 2022
S.No. |
Title |
Download |
|---|---|---|
1. |
1. Some Results On Even Sum Graphs |
|
2. |
Mean Number Of Some Graphs |
|
3. |
D-Lucky Number Of Graphs From Commutative Ring |
|
4. |
Operation Order Divisor Graph Of A Group |
|
5. |
Degree Sum And Degree Sum Adjacency Energy Of Some Graphs |
|
6. |
Star Chromatic Number And Star Chromatic Index Of Some Cycle Related Graphs |
|
7. |
Total Restrained Detour Number Of Family Of Ladder Graphs |
|
8. |
On Intuitionistic Generalized -Closed Sets And -Open Sets |
|
9. |
Overlap Similarity Measure Between Intuitionistic Fuzzy Sets And Its Applications |
|
10. |
An Intuitionistic Fuzzy Multiset Theoretic Approach In MCDM Problems. |
|
11. |
Burning Number For A Few Graphs Using The Line Graph Medium |
|
12. |
Some Results On Harmonic Mean Graphs |
|
13. |
On Special Diophantine Triplets Involving Centered Square Numbers |
|
14. |
Model Reduction And Controller Synthesis Of Higher-Order Asynchronous Motor With New Chaos Based Gorilla Troop Optimizers (Cbgto) |
|
15. |
Some Annotations On Almost And Pseudo Almost Equilateral Rational Rectangles |
|
16. |
A Comparison With Green’s Relation And Our More Special Relations |
|
17. |
Entreaty Of Intuitionistic Fuzzy Soft Matrices |
|
18. |
Zagreb Indices Of A Tree With Radius 2 |
|
19. |
Integral Solutions Of Quadratic Diophantine Quation With Two Unknowns 11(θ²+Ω² )=2(12θω−1) |
|
20. |
Perfect Matching Of An Undirected Sparse Graph Based On Geometric Multiplicity. |
|
21. |
Path Kernel And Protein Similarity/ Dissimilarity Study |
|
22. |
On Generalized Sequentially Connectedness |
|
23. |
Encryption Through Balance Graph |
|
24. |
All Trees Of Diameter 4 Are Anti-Magic |
|
25. |
Skolem Difference Odd Geometric Mean Labeling Of Some Disconnected Graphs |
|
26. |
Connected Square Free Detour Number Of a Graph |
|
27. |
Monophonic Pebbling On Zero Divisor Graphs |
|
28. |
Applied Mathematics For Power System State Estimation |
|
29. |
On nIs_α g− Submaxiamal Spaces |
|
30. |
A Comparative Study On Mamdani Fuzzy Model Implemented In Qtfuzzylite And Matlab For Student’s Academic Performance Assessment |
