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- Use a hybrid solver to use the minimum number of bins to pack items with different dimensions
- Flow Shop Scheduling example using the Quantum Hybrid NL Solver.
portfolio-optimization
Public- Capacitated Vehicle Routing Problem example on D-Wave's hybrid solvers.
- Solve cryptarithmetic addition puzzles using the LeapHybridCQMSampler.
- Minimize messaging between computers in a distributed computing system by using the LeapHybridCQMSampler. This problem is also known as the graph k-partitioning problem.
ev-charger-placement
PublicDetermine where to place new charging stations on a map based on locations of existing charging stations and points of interest.- Split a graph into two groups
- Perform basic image segmentation using discrete quadratic models (DQM) and hybrid solvers.
- Use a quantum computer to decode cellphone signals
- Determine which airports should be hub locations for an airline. Solved using the LeapHybridCQMSampler.
- Demonstrates configuring the annealing schedule on D-Wave quantum computers.
- Demonstrate a max independent set problem with antennas
- Find the minimal number of immunization doses required to break the transmission cycle of a virus or infectious disease within a population. Solved using the LeapHybridCQMSampler.
- Solve the multi-car paint shop optimization problem using the LeapHybridCQMSampler.
- A minimum vertex problem with pipelines
- Demonstrates reverse annealing on D-Wave quantum computers.
- Solve a max-cut problem using a quantum computer
- A demo of graph coloring using Leap's hybrid constrained quadratic model (CQM) solver.
- Determine a schedule for running a set of jobs on a certain number of machines using the LeapHybridCQMSampler.
- Use a hybrid CQM solver to optimize the modes of locomotion for a multi-leg tour
- Schedule employees using a constrained quadratic model with a hybrid solver.
- Feature selection for machine learning using mutual information.
D-Wave-VRP
Public archive- Determine a schedule for running a set of jobs.
- Simulate Kibble-Zurek mechanism on a quantum computer