Tools & Capabilities

dsh-math

hatter123/dsh-math · ★ 1

hatter123

Scientific computing plugin for DeepSeek Harness: numeric + symbolic math (mathjs + Algebrite)

License
MIT
Added
2026-08-17
Maintenance
active
Install kind
github
Manifest details
Manifest status
Declared
Manifest path
package.json#dsh
Manifest checked
2026-08-19
Lifecycle scripts
None found

Static manifest checks report declarations only; they are not compatibility or security review.

安装

dsh plugin --profile web add github:hatter123/dsh-math

GitHub 源码安装:首次需按提示配置 allowBuilds 构建授权后重试

For install and environment setup, plus plugin development tutorials, see DSH community docs ↗

README

Source README · body: en · Read Chinese README

Table of contents
  1. Features
  2. Install
  3. Usage
  4. License

Scientific computing plugin for DeepSeek Harness. It registers a single math tool that covers both numeric computation and symbolic algebra (CAS), so an agent can evaluate expressions and derive/simplify formulas without leaving the conversation.

Features

The math tool takes an operation, an expression, and an optional variable.

operation description engine
eval numeric expression: units, matrices, statistics, complex numbers, big numbers mathjs
simplify simplify an expression Algebrite
expand expand an expression Algebrite
factor factor a polynomial Algebrite
derivative differentiate with respect to a variable Algebrite
integral symbolic indefinite integral Algebrite
solve find the roots of a polynomial Algebrite

Two engines share the work: mathjs handles numeric evaluation (units, matrices, statistics, complex numbers, big numbers), and Algebrite handles symbolic algebra (integration, factoring, and equation solving that mathjs does not provide).

Install

From npm:

dsh plugin --profile web add dsh-math

From a git host (requires the repository's prepare script to build, or pin a commit):

dsh plugin --profile web add github:owner/dsh-math

Usage

The agent calls the math tool automatically when it needs a computation. Examples of what it can answer:

  • determinant: det([[1,2],[3,4]]) → -2
  • unit conversion: 5 cm to inch → 1.9685039370078743 inch
  • big number: 2^100 → 1.2676506002282294e+30
  • derivative: derivative(x^2, x) → 2*x
  • integral: integral(x^2, x) → 1/3*x^3
  • solve: roots(x^2 - 3x + 2) → [1,2]

License

MIT