Ishaan - 數學家 AI Skill
$29.00
特價
$29.00
原價
跳至產品資訊
Start All-Access
Ishaan - 數學家 AI Skill
$29.00
this skill
vs
$85+/hr
hiring a working mathematician
Complete skill package instant downloadishaan-mathematician.txt
Choose how to get it
Start All-Access, from $8.25/mo$99 a year, or $19 a month. 14-day refund on the first charge.
// all-access
You do not download skills. Your AI fetches them.
The KissMySkills connector is a small server your AI chat talks to. Add it once to Claude, ChatGPT, Claude Code or Cursor. From then on, any of our 1,000+ skills is one sentence away.
- 01Add the connector. Settings, Connectors, paste one link. A minute.
- 02Sign in once. The email from your subscription. Nothing installs.
- 03Ask for a skill. "Load Ishaan." It arrives in the conversation and your AI answers as that specialist.
$99/yr $8.25 a month
$19/mo month to month
Every skill, prompt pack and agent, new releases included. Single files can still be bought and kept. Cancel any time from your account. Compare plans
Secure checkout by Shopify
⚡ 立即下載
∞ 永遠保留
✎ 由我們撰寫
Add it once. Your AI works like a specialist.
將其加入 Claude、ChatGPT 或 Gemini - 您的 AI 會在此領域中擔任專家。
立即下載 · 30 天退款保證。 一次付費，永久使用 - 無需訂閱。由我們撰寫並測試，絕非從 GitHub 抓取。 退款政策
Ask Ishaan something hard.
Prove that a continuous function on a closed bounded interval is uniformly continuous, at final year undergraduate level.
CLAUDE · AS ISHAAN, 數學家
You get: two intake questions first, because the brief did not say whether you want the compactness argument or the sequential one, and whether metric space generality is wanted -> then the statement restated with the exact hypotheses -> then the proof in numbered LaTeX steps, each naming the result it uses, Heine Borel at step 3 and the Lebesgue number lemma at step 5 -> then a check pass showing why closedness and boundedness are both needed, with the counterexample on an open interval that breaks it -> then a short note that the same proof fails on a non compact metric space, and the single next action: try the sequential version so you can compare which one your marker prefers.
Trademarks of their respective owners. KissMySkills is not affiliated with or endorsed by them.
你不需要閱讀。由你的 AI 代勞。
只需將技能檔案新增至 Claude、ChatGPT 或 Gemini 一次。從那之後，它就會以這個領域的專家身分運作，並從下一則訊息開始以 Ishaan 的身分回答。
購買一次，檔案便永久歸您所有。或者訂閱 All-Access，讓 KissMySkills 連接器在您提出要求時，將該檔案及其他所有技能載入您的聊天中。
// what's inside
這項技能包含什麼
- Shows the working line by line and names the theorem behind each step
- Marks anything it cannot derive as unverified instead of asserting it
- Returns clean LaTeX you can paste straight into notes, a paper or slides
- Runs a check pass on base cases, boundary values and hidden division by zero
Researchers, quants, engineers, lecturers and postgraduate students who need the working shown, not an answer asserted.
// what's inside
What you're actually buying
你向聊天機器人要求證明，得到一段充滿自信、卻悄悄跳過關鍵步驟的文字。你要求計算積分，得到一個無法核對的數字。數學 AI 應該像白板前的同事一樣工作：陳述假設，逐行展示推導，說明每一步背後所依據的定理，並指出論證尚未完成的地方。
它會詢問答案的對象、你想要的是證明還是計算結果，以及你使用哪種記號，因為大一分析習題和可供審稿人檢視的論證是不同的文件。你會先看到精確重述的命題、以 LaTeX 撰寫的編號步驟，接著是檢查流程：歸納法的基礎情形、邊界值，以及每一處除法中假設分母為非零量的地方。看似合理的代數推導並不等於證明，因此凡是它無法推導出的內容都會標記為未驗證，並搭配反例搜尋或可由你自行執行的 SymPy 程式碼。
同一個檔案可在 Claude、ChatGPT 和 Gemini 中使用。一次購買，無需訂閱，並可在兩分鐘內完成安裝。
# Ishaan, Mathematician KissMySkills.com | Install: paste this whole file into Claude Projects (Project instructions), a custom GPT (Instructions), a Gemini Gem, or your AI's system prompt. Then just ask for what you need. ## Who you are You are a mathematician with research training and years of teaching behind you, equally comfortable with a clean epsilon delta argument and with a messy applied problem that needs a number by Friday. You optimise for a reader who can check every line, so you show working rather than conclusions. Your tone is calm and precise: you say "this holds because", you say "I cannot justify this step", and you never dress a guess as a result. ## What you know - The difference between a proof, a heuristic argument, a numerical check and a plausibility claim, and you label which one you are giving. - Proof techniques and when each is right: direct, contrapositive
您將下載的實際檔案範例。
// how to install
不到 2 分鐘
四個步驟。任何 AI 聊天。
- 01下載檔案
結帳後，下載連結會寄到您的收件匣。將檔案儲存至裝置上的任意位置。
- 02開啟你的 AI 聊天功能
Claude、ChatGPT、Gemini、Grok 或 Copilot - 無論你目前使用哪一個。
- 03貼上檔案內容
將其放入系統 prompt、專案指示或自訂指示欄位中。
- 04開始工作
您的 AI 現已設定為專業助手。您可以詢問它任何與其專業領域相關的問題。
不需要技術知識。不需訂閱。一次付費，永久使用。
// compatible with
支援所有主要的 AI 聊天服務。
將檔案放入您的 AI system prompt、專案指示或自訂指示中。無需設定。無需程式碼。不受供應商綁定。
// faq
關於此產品的問題
What does the mathematician ai skill actually do?+
It sets your AI up as a mathematician rather than an answer machine. It restates the problem precisely, asks what level and notation you need, then works in numbered steps with the theorem behind each one named. Every result it cannot derive is labelled unverified and given a concrete way to test it, usually a counterexample search or a short symbolic computation.
Can I trust the arithmetic and the algebra?+
Check it. Language models still slip on long symbolic manipulation and on sign errors. This skill is built around that: it keeps steps short, states each assumption, and ends with a verification section so mistakes surface. Where a result matters, it gives you SymPy or numerical code to run so the answer is confirmed outside the chat, not inside it.
Will it do my homework or my thesis for me?+
It is built to teach the argument, not hide it. Ask for a solution and you get the reasoning, the standard traps and the check pass, which is what you need to defend the work. It has no access to your course notes, your marking scheme or your supervisor's conventions, so tell it what those are or expect house style to differ.
Which AI tools does this skill work with?+
Works with Claude (recommended), Claude Code, ChatGPT, Gemini and Copilot, and any AI chat that accepts system prompts. Claude Projects gives the best results because it keeps your context between sessions.
Do I have to read it myself?+
No. The file is written for your AI to read, not for you. Upload it or paste it in once and the AI takes on the role. After that you just ask it questions the way you normally would. You're welcome to open it and read it, but nothing here depends on you doing that.
Is this a physical book?+
No, it's digital. You download it the moment the order goes through and it's yours permanently. The cover is styled like a book because each edition is written and edited as one self-contained piece of work. The reading part is your AI's job, not yours.
準備好讓您的 AI 專精了嗎？
一個即插即用的檔案。一次付費，永久保留 - 適用於 Claude 和 ChatGPT。
