P3 Summary: Prompt → Program → Proof
Prompt & Question
Prompt: Create a concise, self-contained brief of Kempe’s Leibniz biography, highlighting the seven-day structure and reliable publication facts.
Question: What makes this biography distinctive, which seven days anchor it, and what are the key publication details (publisher, date, pages, translator)?
Data (Sources)
- Google Books record (Norton; 304 pp; dates; day summaries; translator shown).[1]
- VitalSource listing for print & eBook ISBNs (Norton).[2]
- Pushkin/Guardian Bookshop page for UK edition (publisher, date, pages, description).[3]
- Major reviews: Publishers Weekly, The Guardian, The New Yorker.[4], [5], [6]
- SIAM News review summarizing all seven dated episodes; confirms translator & page count.[7]
- Original-language/translation records (German 2022; French 2023).[8], [9]
Logic (How we evaluate)
- Use Google Books & VitalSource for canonical US metadata and ISBNs.
- Use Guardian Bookshop for UK imprint/date/pages and description.
- Use SIAM News for the explicit list of the seven days and translator confirmation.
Program (Driver)
A tiny “check” harness ensures every data-claim has at least one footnote in Citations.
// Pseudocode
const claims=[...document.querySelectorAll('[data-claim]')];
for (const c of claims) assert(c.querySelector('sup a[href^="#fn-"]'));
Proof = Reason Why + Check. “Reason Why” summarizes evidence; “Check” verifies structure.
Answer (TL;DR + Argument Map)
A biography told through seven pivotal days that knit together calculus, binary, metaphysics, and statecraft; English by Marshall Yarbrough (US: W. W. Norton; UK: Pushkin Press), 304 pp, Nov 2024.[1], [3], [7]
- 1675, Paris: First use of the integral sign ∫—the calculus moment.[1], [4]
- 1686, Zellerfeld: Mining work and a major philosophical letter to Arnauld.[7]
- 1696: A brief diary shows his project-juggling life.[7]
- 1703, Berlin: Binary arithmetic meets the I Ching via Jesuit correspondence.[1], [7]
- 1710, Hanover: Encounters around the Essays of Theodicy.[7]
- 1714, Vienna: Period of the Monadology; cross-domain synthesis.[1], [7]
- 1716, Bad Pyrmont/Hanover: Meeting Peter the Great; proposals for science/education reform.[7]
Reason Why (Evidence)
Google Books summarizes three of the featured days (Paris, 1675; Berlin, 1703; Vienna, 1714) and lists the book at 304 pages from W. W. Norton, with Yarbrough as translator.
[1]
SIAM News explicitly enumerates all seven days and confirms US publication (Norton, 304 pp) and translation by Yarbrough.[7]
The UK product page (Guardian Bookshop for Pushkin Press) corroborates the seven-day structure and highlights math/philosophy moments (calculus; binary; science/faith).[3]
Reviews frame the book’s aim: revising the Pangloss stereotype and presenting Leibniz as a thinker of possibilities; see The Guardian, Publishers Weekly, and The New Yorker.[5], [4], [6]