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MCA(old & new)Final Project Certificates Forms/Proforma
Project Proforma (MCA old- MCSP 060) Project Proforma (MCA new- MCSP 232) Project Guide Biodata Proforma (MCA old and new both) Certificate of Originality (MCA old & …
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Project Proforma (MCA old- MCSP 060) Project Proforma (MCA new- MCSP 232) Project Guide Biodata Proforma (MCA old and new both) Certificate of Originality (MCA old & …
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Project Proforma (MCA Mini) Roles & Responsibility Form (MCA Mini) Certificate of Originality (MCA Mini) NB : ‘Certificate of Originality’ proforma is only used in the Project.
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Project Proforma (BCA) Project Guide Biodata Proforma Certificate of Originality (BCA) NB : ‘Certificate of Originality’ proforma is only used in the Project.
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Introduction In graph theory, the shortest path problem is the problem of finding a path between two vertices/nodes (as source and destination) in a graph such that the sum of the weights/costs of its constituent edges route is minimized. The shortest path problem is considered as – The single-pair shortest path …
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Introduction of Minimum Cost Spanning Tree The minimum (Cost) Spanning Tree is also known as MST. Definition of MST A Minimum Cost Spanning Tree is a way of connecting all the points (or nodes) in a network with the least …
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Introduction of Representation of Graph Graphs are believed to be a way of expressing relationships between pairs of items and are one of the most important abstractions in computer science. Definition The representation of a graph is a way to …
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Introduction of Traversal in Graph Traversal means the act or process of passing across, over, touching, or through and doing something with the data. A graph traversal technique visits every node exactly once in a systematic fashion. Definition Graph traversal …
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Introduction The splay tree was introduced by Daniel Sleator and Robert Tarjan in 1985. Splay trees perform a splay operation, which is a combination of rotations and reorganizations, to move the accessed element to the root. Definition A splay tree …
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Introduction of Red-Black Tree The red-Black tree is advanced and is a modified form of the Binary Search Tree. Definition A red-black tree is a self-balancing binary search tree that maintains balanced properties through the use of color annotations on …
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