# The Solver struct

`HomotopyContinuation.Solver`

— Type`Solver(pathtracker::PathTracker)`

A `Solver`

is a wrapper around a given `pathtracker`

to track multiple paths. It provides on top of the given `pathtracker`

parallelization and an optional path jumping check. To construct a `Solver`

it is convenient to use the `solver`

or `solver_startsolutions`

functions. Given a solver one can use the `solve`

function to solve a system. This struct is constructed for any call to `solve`

unless already explicitly provided.

**Example**

Assume we want to solve a polynomial system repeatedly for many different values of the parameters `p`

. The following example shows how to use a `Solver`

to avoid some computational overhead compared to naively calling `solve`

.

```
@polyvar x y z p[1:3]
F = [
x + 3 + 2y + 2 * y^2 - p[1],
(x - 2 + 5y) * z + 4 - p[2] * z,
(x + 2 + 4y) * z + 5 - p[3] * z,
]
q = randn(ComplexF64, 3)
S = solutions(solve(subs(F, p => q)))
# create some fake parameter values
params = [randn(3) for _ = 1:1000]
# create a `Solver` to reuse for the path tracking
F_solver = solver(F; parameters = p, generic_parameters = q)
# solve the system F for all paramaters p in params
params_solutions = map(params) do p
solutions(solve(F_solver, S; target_parameters = p))
end
```

`HomotopyContinuation.solver`

— Function`HomotopyContinuation.solver_startsolutions`

— Function