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Markov Chains || Step-By-Step || ~xRay Pixy

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Learn Markov Chains step-by-step using real-life examples. Video Chapters: Markov Chains 00:00 Introduction 00:19 Topics Covered 01:49 Markov Chains Applications 02:04 Markov Property 03:18 Example 1 03:54 States, State Space, Transition Probabilities 06:17 Transition Matrix 08:17 Example 02 09:17 Example 03 10:26 Example 04 12:25 Example 05 14:16 Example 06 16:49 Example 07 18:11 Example 08 24:56 Conclusion

Aquila Optimization Algorithm Step-by-Step Explanation ~xRay Pixy

 


Video Chapters:
Introduction: 00:00
Aquila Optimizer: 00:31
Aquila Hunting Methods: 02:09
Aquila Optimizer Steps: 03:33
Aquila Optimizer Mathematical Models: 06:07
Conclusion: 13:00

Aquila Optimization Algorithm is inspired by the Aquila Behavior in the nature. This algorithm is basically inspired by the aquilas hunting methods. How they catch their prey in the real life?

Aquila Hunting Methods:
Method 01: High Soar with Vertical Stoop. [i.e., Expanded Exploration]
Method 02: Contour Flight with Short Glide Attack. [i.e., Narrowed Exploration]
Method 03: Low Flight with Slow Decent Attack. [i.e., Expanded Exploitation]
Method 04: Walking and Grab the Prey. [i.e., Narrowed Exploitation]

Aquila Optimization Algorithm Steps:
Step 01: Initialize Algorithm Parameters and Population Randomly.
Step 02: Check While (Current Iteration <= Maximum Iteration)
Step 03: Evaluate Agents Performance using Fitness Function.
Step 04: For all agents update Location mean value.
Step 05: Update Levy's Flight.
Step 06: Check IF (Current Iteration <= (2/3) * Maximum Iteration)
Step 07: Check IF (rand<= 0.5) then
Method 01: High Soar with Vertical Stoop. [i.e., Expanded Exploration]
Else
Method 02: Contour Flight with Short Glide Attack. [i.e., Narrowed Exploration]
End IF
Else
Step 08: Check IF (rand<= 0.5) then
Method 03: Low Flight with Slow Decent Attack. [i.e., Expanded Exploitation]
Else
Method 04: Walking and Grab the Prey. [i.e., Narrowed Exploitation]
End IF
End IF
Step 09: End While
Step 10: Display Best Solution.






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