Agent skill · Audited from source
cuopt-numerical-optimization-api
skill · nvidia/skillsApache-2.0 licenceAudited 29 Oct 2026 · source 0d80e4f109d7
Is it safe? Yes — SAFE, grade B (89/100). We read this skill's source at commit 0d80e4f109d7 and observed filesystem and network access and no hard-coded secrets. What it does: LP, MILP, and QP (beta) with cuOpt — Python, C, and CLI. Use when the user is solving LP, MILP, or QP with any cuOpt interface.
Cite
Cite this page
ModelsAtlas. “cuopt-numerical-optimization-api (nvidia/skills)”. Retrieved 29 Oct 2026. https://modelsatlas.com/skills/nvidia/cuopt-numerical-optimization-api
Trust audit
Audit 0.4.1 · source read 29 Oct 2026
SAFE means nothing in the source contradicts what the skill says it does. Grade B is shared by 13,985 of 14,816 audited skills.
What the source does
- FilesystemDeclared1 observation
- NetworkDeclared2 observations
- ShellNone observedNo commands run in the source
- DependenciesPinnedNothing floats
- SecretsNone foundNo keys in source
Five audit layers
| Layer | What we check | Result | Findings |
|---|---|---|---|
L0 Provenance | Repo owner, licence, archive status, activity | PASS | 0 |
L1 Static source | Secrets, path traversal, supply chain, hidden code | PASS | 0 |
L2 Instructions | Prompt injection, authority framing, hidden directives | PASS | 0 |
L3 Inventory | The files and declarations match the source | PASS | 0 |
L4 Sandbox | Run in isolation and watch behaviour | SKIPPED why | 0 |
Gates applied: no behavioural pass.
Findings (0)
No findings at any severity. We re-audit when the source changes.
Audit 0.4.1 · source sha 0d80e4f109d7 · 29 Oct 2026Report an issue or request a re-scan
Provenance
Who published it, and what the verdict is pinned to
- Publishernvidia GitHub organizationOwner of the repository this skill is read from
- Source foldernvidia/skills/skills/cuopt-numerical-optimization-apiThe exact folder we audited
- LicenceApache-2.0As the repository states it
- Commit pinned for this verdict0d80e4f109d7A new audit runs when the source changes
- Repository statusNot archivedPushed today
- Sandboxed runNot runSkills are read, not executed; layer L4 is skipped
What it tells the agent
Full source on GitHub ↗Its description: LP, MILP, and QP (beta) with cuOpt — Python, C, and CLI. Use when the user is solving LP, MILP, or QP with any cuOpt interface.
---
name: cuopt-numerical-optimization-api
version: "26.10.00"
description: LP, MILP, and QP (beta) with cuOpt — Python, C, and CLI. Use when the user is solving LP, MILP, or QP with any cuOpt interface.
license: Apache-2.0
metadata:
author: NVIDIA cuOpt Team
tags:
- cuopt
- linear-programming
- milp
- qp
- python
- c-api
- cli
---
# cuOpt Numerical Optimization API
Model and solve LP, MILP, and QP problems using NVIDIA cuOpt's GPU-accelerated solver.
## Interface Selection
Choose the reference for the user's interface:
| Interface | When to use | Reference |
|-----------|-------------|-----------|
| **Python** | User is writing Python code | [references/python_api.md](references/python_api.md) |
| **C / C++** | User is embedding in a C/C++ application | [references/c_api.md](references/c_api.md) |
| **CLI** | User is solving from MPS files on the command line | [references/cli_api.md](references/cli_api.md) |
If the interface is not yet clear, ask before writing any code.
**Already using a modeling language?** cuOpt also works as a solver backend for third-party
modeling tools — **AMPL, GAMS / GAMSPy, PuLP, JuMP, Pyomo, and CVXPY** — with near-zero code
changes (point the model's solver at cuOpt). CVXPY additionally covers convex QP and, in beta,
QCQP / SOCP. Prefer this when the user already has a model in one of these tools rather than porting
it to the cuOpt API. See
[Third-Party Modeling Languages](https://docs.nvidia.com/cuopt/user-guide/latest/thirdparty_modeling_languages/index.html).
## Choosing LP vs MILP vs QP
**Decide from the objective and variables:**
| If the objective is... | And variables are... | Use |
|---|---|---|
| Linear (sum of `c_i * x_i`) | All continuous | **LP** |
| Linear | Some integer or binary | **MILP** |
| Has squared (`x*x`) or cross (`x*y`) terms | Continuous (integer QP not supported) | **QP** (beta) |
**Prefer LP when the problem allows it.** LP solves faster and has stronger optimality guarantees. Use MILP only when the problem logically requires whole numbers or yes/no decisions. Use QP only when the objective is genuinely quadratic (variance, squared error, kinetic energy).
- **Use LP** when every quantity can meaningfully be fractional: flows, proportions, rates, dollars, hours, tonnes of material, etc.
- **Use MILP** when the problem mentions **counts** of discrete entities, **yes/no** choices, or **either/or** decisions (e.g. open a facility or not, assign a person to a shift, number of trucks).
- **Use QP** when the objective minimizes variance, squared error, or any expression with `x*x` or `x*y` terms (portfolio optimization, least squares, regularized regression).
## Integer vs Continuous from Wording
| Problem wording / concept | Variable type | Examples |
|---------------------------|---------------|----------|
| **Discrete entities (counts)** | **INTEGER** | Workers, cars, trucks, machines, pilots, facilities, units to manufacture |
| **Yes/no or on/off** | **INTEGER** (binary, lb=0 ub=1) | Open a facility, run a machine, assign a person to a shift |
| **Amounts that can be fractional** | **CONTINUOUS** | Tonnes, litres, dollars, hours, kWh, proportion of capacity |
| **Rates or fractions** | **CONTINUOUS** | Utilization, percentage, share of budget |
**Rule of thumb:** "How many *things*" → INTEGER. "How much" → CONTINUOUS.
## QP Rules (all interfaces)
- **MINIMIZE only** — the solver rejects MAXIMIZE for quadratic objectives. To maximize `f(x)`, minimize `-f(x)` and negate the reported objective value.
- **Continuous variables only** — integer QP is not supported.
- **Q should be positive semi-definite** for a convex, well-posed problem.
- **Beta** — API may evolve; treat as production-capable for typical convex QP.
## Dual Values
Duals and reduced costs are available for **LP and QP only**:
- **MILP** — no duals (integer optima are not continuous).
- **Quadratic constraints** — duals unavailable even for LP/QP; all values return `NaN`.
- **PDLP warmstart** — LP only; MILP solves do not accept a PDLP warmstart.
## Common Issues (all interfaces)
| Problem | Likely cause | Fix |
|---------|-------------|-----|
| Infeasible | Conflicting constraints | Check constraint logic and bounds |
| Unbounded | Missing bounds | Add variable bounds |
| Slow solve | Large problem | Set time limit; increase gap tolerance |
| QP rejected with MAXIMIZE | QP only supports MINIMIZE | Negate the objective; negate the result |
| QP returns non-optimal | Q not PSD or badly scaled | Check Q is PSD; rescale variables |
## Solver Settings (concepts)
| Setting | Purpose |
|---------|---------|
| `time_limit` | Stop after N seconds |
| `mip_relative_gap` | Stop MILP when within X% of optimal |
| `mip_absolute_tolerance` | Absolute MIP gap stop |
| `log_to_console` | Enable solver logging |
Syntax varies by interface — see the interface reference file.Excerpt, first 4,922 characters of SKILL.md, verbatim from the audited commit. It is text from someone else’s repository, quoted so you can judge it before your agent reads it.
Install
Pinned to the audited commit 0d80e4f
git clone https://github.com/nvidia/skills git -C skills checkout 0d80e4f109d7
The author documents no install command, so this uses the repository directly. Our verdict covers commit 0d80e4f109d7 only.
Works in which agents?
What its own text says, not a test
| Agent | Status | More |
|---|---|---|
| Claude Code | Mentioned in its text, not tested | Skills for Claude Code · About Claude Code |
| Codex | Mentioned in its text, not tested | Skills for Codex · About Codex |
Audit history
Every audit, every source change
- ✓SAFE B 89 / 100
first audit · source
0d80e4f109d7
README badge
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Sources
- github.com/nvidia/skills/tree/main/skills/cuopt-numerical-optimi — the audited source at commit 0d80e4f109d7 and every finding aboveObserved · 29 Oct 2026
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