Challenge: Implement Particle Swarm Optimization
Swipe to start coding
You are asked to implement the core update logic for a Particle Swarm Optimization (PSO) algorithm. The goal is to find the minimum of the function f(x) = x² + 5 * sin(x) on the interval [-10, 10].
All the parameters (like inertia w, cognitive c1, and social c2) and initial lists (positions, velocities, pbest_positions, pbest_values, gbest_position, gbest_value) are already set up for you.
Your task is to fill in the main iterative process:
- Inside the inner
forloop (for each particlei), you must first update the particle's velocity. Use the full PSO velocity update equation:w * velocities[i] + c1 * r1 * (pbest_positions[i] - positions[i]) + c2 * r2 * (gbest_position - positions[i]). - Update the particle's position by adding its new
velocities[i]topositions[i]. - After calculating the new
valueatpositions[i], check if this newvalueis better than the particle's personal best (pbest_values[i]). If it is, you must update bothpbest_positions[i]andpbest_values[i]. - After the inner loop (which updates all particles), check if the new best personal value (which you find and store in
min_value) is better than the current global best (gbest_value). If it is, update bothgbest_valueandgbest_position.
Løsning
Tak for dine kommentarer!
single
Spørg AI
Spørg AI
Spørg om hvad som helst eller prøv et af de foreslåede spørgsmål for at starte vores chat
Awesome!
Completion rate improved to 6.25
Challenge: Implement Particle Swarm Optimization
Stryg for at vise menuen
Swipe to start coding
You are asked to implement the core update logic for a Particle Swarm Optimization (PSO) algorithm. The goal is to find the minimum of the function f(x) = x² + 5 * sin(x) on the interval [-10, 10].
All the parameters (like inertia w, cognitive c1, and social c2) and initial lists (positions, velocities, pbest_positions, pbest_values, gbest_position, gbest_value) are already set up for you.
Your task is to fill in the main iterative process:
- Inside the inner
forloop (for each particlei), you must first update the particle's velocity. Use the full PSO velocity update equation:w * velocities[i] + c1 * r1 * (pbest_positions[i] - positions[i]) + c2 * r2 * (gbest_position - positions[i]). - Update the particle's position by adding its new
velocities[i]topositions[i]. - After calculating the new
valueatpositions[i], check if this newvalueis better than the particle's personal best (pbest_values[i]). If it is, you must update bothpbest_positions[i]andpbest_values[i]. - After the inner loop (which updates all particles), check if the new best personal value (which you find and store in
min_value) is better than the current global best (gbest_value). If it is, update bothgbest_valueandgbest_position.
Løsning
Tak for dine kommentarer!
single