
Scicompute
io.github.CloudCorpRecords由 GitHub 账号 CloudCorpRecords 发布v0.1.0更新于 Nov 3, 2026
科学计算:命名张量、矩阵代数和向量运算,完全本地运行。
AI 翻译由 AI 模型根据下方的原文描述翻译,可能有误。
原文描述
Scientific computation: named tensors, matrix algebra and vector operations, fully local.
概览
Scicompute 的本地 MCP 服务;无需登录;STDIO。
暂无 AI 概览:以下信息来自注册中心条目和服务本身。
安装
在 SourceWeft 中
- 打开 控制台中的 Scicompute,将其添加到工作区。
- 为需要使用其工具的对话启用该服务。
Desktop only,通过 STDIO。 STDIO 服务会启动本地进程,因此需要 SourceWeft 桌面宿主。
其他 MCP 客户端
参照 仓库 中的启动说明。
README
scicompute
scicompute is a scientific-computation server built around one idea: a named, in-process tensor store. You create tensors under names, then run matrix algebra and vector operations by referring to those names. Everything is computed locally in pure TypeScript — no network, no external math library. One binary serves a command-line interface and a stdio MCP server.
This build is a labelled core subset of the documented tool set: tensor storage, linear algebra, and vector operations (14 tools). Eigen/SVD/QR decompositions, the vector-calculus tools, basis changes, and plotting from the wider documented set are not included; see the build report for the full omission list.
Install
Or run the container image:
The container defaults to the MCP server (see below). Pass CLI arguments to use it as a CLI instead.
CLI
The store is in-process, so a single CLI invocation holds its
tensors only for its own lifetime; chained operations over several
tensors belong to one MCP session, where the store persists across
tool calls. Exit codes: 0 on success, 1 for a computation error
(such as a shape mismatch or a singular matrix), 2 for usage
errors.
Subcommands: create-tensor, view-tensor, delete-tensor,
add, subtract, multiply, scale (--no-in-place to leave
the stored matrix untouched), transpose, determinant, rank,
inverse, dot, cross, project, and mcp.
MCP server
MCP client configuration:
Tools
Algebra and vector operands are tensor names, not raw data. Matrices are 2-entry shapes and vectors are 1-entry shapes; shape mismatches, missing tensors, non-square determinant/inverse requests, singular inverses, and projections onto the zero vector are all errors rather than silent zeros.
Development
License
MIT — see LICENSE.
来源:README.md,提交 0a9e447
工具
0版本历史
1- v0.1.0最新Nov 3, 2026
评分
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