simanneal | Python module for Simulated Annealing optimization
kandi X-RAY | simanneal Summary
kandi X-RAY | simanneal Summary
Python module for Simulated Annealing optimization
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Top functions reviewed by kandi - BETA
- Run annealing
- Returns a copy of the given state
- Default update method
- Convert seconds to a time string
- Run anneal algorithm
- Saves the state of the simulation
- Set point to point
- Create a record
- Balance all records
- Draw a point
- Save the SHX files
- Generate the header of the dbf file
- Return a file - like object
- Saves the dbf file
- Move the state of the experiment
- The energy of the circuit
- Distance between two points
- Set the scheduler
- List of _ShapeRecords
- Reads the fields from the dbf file
- Return a list of all the records in the dbf file
- Returns the length of the dbf header
- Return a new _ShapeRecord instance
- Restrict index
- Draw a polyline
- Test doctests
simanneal Key Features
simanneal Examples and Code Snippets
Community Discussions
Trending Discussions on simanneal
QUESTION
I found this old stackoverflow article that essentially is exactly what I want.
Algorithm to optimize multiple variables more efficiently than trial-and-error
unforunately my more advanced maths are a bit lacking and I have some questions about the answer by ElKamina, if anyone can take a look and advise some of these basic math concepts, hopefully it will help me out.
The answer I am referring to is as follows:
...ANSWER
Answered 2021-Dec-07 at 22:48Simulated Annealing TLDR: We're trying to find a set of parameters that will maximize a function by adding random noise to parameters. If change leads to improvement, changes are accepted; once in a while we accept negative changes, but the probability of that lowers with time and how bad the change is.
In the snippet above, the function actually uses multiple parameters but accepts them as a list:
w
is the function which parameters are optimizedseed_x
is the initial guess of parameters - can be selected at random, but an informed guess would be better- Gaussian is just "shape" of the noise, such that small values are more common.
random.random()*sigma
(all values are equally likely) would work just fine there, too. sigma
is the magnitude of noise to be injected. It should not exceed a couple percent of typical param values. If param values vastly differ in magnitude, consider using a list of sigmas specific for each parameter.- MISSING: notion of temperature, which will actually make it simulated annealing
Rewriting it with temperature, more descriptive names, and more explicit:
QUESTION
To clarify what I mean, my issue is with a simulated annealing problem where I want to find the theta that gives me the max area of a shape:
...ANSWER
Answered 2020-Aug-22 at 03:12First, there is no data type that is both a float and a collection. Additionally, you want to pass the area function directly into the SimAnneal
function rather than the return of a call to it as you currently have it:
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