The longest repeated subsequence in sequence analysis is important because it helps identify patterns and similarities within a sequence. By finding the longest repeated subsequence, researchers can gain insights into the structure and function of the sequence, which can be useful in various fields such as genetics, linguistics, and data compression.
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The longest repeating subsequence in a sequence of characters is the longest sequence of characters that appears more than once in the given sequence.
The recursive approach for finding the longest increasing subsequence in a given sequence involves breaking down the problem into smaller subproblems and solving them recursively. This method involves comparing each element in the sequence with the previous elements to determine the longest increasing subsequence.
Computers are used in biological research through internet and softwares. They are used as analysis of biological database, whole genome sequence analysis, prediction of protein structure and analysis of gene expression, protein expression , predict the transmembrane domain etc.
Critical path method - This is the schedule network analysis technique used to identify the schedule flexibility and the critical path of the project schedule network diagram. The critical path is the longest path (sequence of activities) in a project schedule network diagram. Because it is the longest path, it determines the duration of the project and hence the finish date of the project given the start date.The second important feature of the critical path method is to identify the flexibility in the project schedule by calculating the early and late start and finish dates of each activity on each path. The schedule flexibility of an activity is measured by the positive difference between the late start date and the early start date for the activity and is called float time or total float.Without a proper Critical Path Analysis, an efficient Schedule for the Project cannot be created
A sequence diagram in a Unified Modeling Language (UML) is a kind of interaction diagram that shows how processes operate with one another and in what order. It is a construct of a Message Sequence Chart. A sequence diagram shows object interactions arranged in time sequence. It depicts the objects and classes involved in the scenario and the sequence of messages exchanged between the objects needed to carry out the functionality of the scenario. Sequence diagrams typically (but not always), are associated with use case realizations in the Logical View of the system under development.