Immanuel Kant / The document inventory

Bonner Kant-Korpus, Akademie-Ausgabe XIV–XIX: 8,137 observed numbered Reflexionen

Each inventory follows the numbering of an identified edition. “Complete” refers to that edition and document type; it does not claim to cover every surviving document by the philosopher.

Partial inventory for this edition · 8137 indexed entries

8,137 reflections are individually indexed from their actual headings across 4,097 accessible pages in volumes XIV–XIX. The sequence reaches 8112 and includes suffixes; numbers 7333 and 7363 are absent from the consulted transcription and are not invented. Coverage remains partial for the whole Nachlass: unnumbered notes, volumes XX–XXIII and manuscript variants need separate indexing. Titles indicate the editorial subject, not an invented summary; precise dates are not inferred from Adickes’s conjectural phases.

Reference editionnew tab
The document inventory
ReferenceDocumentComposition or publication / Recipient
2283Reflection 2283 — Logic (AA 16:299)new tab—
2284Reflection 2284 — Logic (AA 16:299)new tab—
2285Reflection 2285 — Logic (AA 16:299)new tab—
2286Reflection 2286 — Logic (AA 16:299)new tab—
2287Reflection 2287 — Logic (AA 16:300)new tab—
2288Reflection 2288 — Logic (AA 16:300)new tab—
2289Reflection 2289 — Logic (AA 16:300)new tab—
2290Reflection 2290 — Logic (AA 16:301)new tab—
2291Reflection 2291 — Logic (AA 16:301)new tab—
2292Reflection 2292 — Logic (AA 16:301)new tab—
2293Reflection 2293 — Logic (AA 16:302)new tab—
2294Reflection 2294 — Logic (AA 16:303)new tab—
2295Reflection 2295 — Logic (AA 16:304)new tab—
2296Reflection 2296 — Logic (AA 16:305)new tab—
2297Reflection 2297 — Logic (AA 16:305)new tab—
2298Reflection 2298 — Logic (AA 16:306)new tab—
2299Reflection 2299 — Logic (AA 16:306)new tab—
2300Reflection 2300 — Logic (AA 16:306)new tab—
2301Reflection 2301 — Logic (AA 16:307)new tab—
2302Reflection 2302 — Logic (AA 16:307)new tab—
2303Reflection 2303 — Logic (AA 16:308)new tab—
2304Reflection 2304 — Logic (AA 16:308)new tab—
2305Reflection 2305 — Logic (AA 16:308)new tab—
2306Reflection 2306 — Logic (AA 16:309)new tab—
2307Reflection 2307 — Logic (AA 16:309)new tab—
2308Reflection 2308 — Logic (AA 16:309)new tab—
2309Reflection 2309 — Logic (AA 16:310)new tab—
2310Reflection 2310 — Logic (AA 16:310)new tab—
2311Reflection 2311 — Logic (AA 16:311)new tab—
2312Reflection 2312 — Logic (AA 16:312)new tab—
2313Reflection 2313 — Logic (AA 16:312)new tab—
2314Reflection 2314 — Logic (AA 16:312)new tab—
2315Reflection 2315 — Logic (AA 16:313)new tab—
2316Reflection 2316 — Logic (AA 16:313)new tab—
2317Reflection 2317 — Logic (AA 16:313)new tab—
2318Reflection 2318 — Logic (AA 16:313)new tab—
2319Reflection 2319 — Logic (AA 16:313)new tab—
2320Reflection 2320 — Logic (AA 16:314)new tab—
2321Reflection 2321 — Logic (AA 16:314)new tab—
2322Reflection 2322 — Logic (AA 16:314)new tab—
2323Reflection 2323 — Logic (AA 16:314)new tab—
2324Reflection 2324 — Logic (AA 16:315)new tab—
2325Reflection 2325 — Logic (AA 16:315)new tab—
2326Reflection 2326 — Logic (AA 16:315)new tab—
2327Reflection 2327 — Logic (AA 16:315)new tab—
2328Reflection 2328 — Logic (AA 16:316)new tab—
2329Reflection 2329 — Logic (AA 16:316)new tab—
2330Reflection 2330 — Logic (AA 16:316)new tab—
2331Reflection 2331 — Logic (AA 16:318)new tab—
2332Reflection 2332 — Logic (AA 16:319)new tab—
2333Reflection 2333 — Logic (AA 16:319)new tab—
2334Reflection 2334 — Logic (AA 16:320)new tab—
2335Reflection 2335 — Logic (AA 16:320)new tab—
2336Reflection 2336 — Logic (AA 16:320)new tab—
2337Reflection 2337 — Logic (AA 16:321)new tab—
2338Reflection 2338 — Logic (AA 16:322)new tab—
2339Reflection 2339 — Logic (AA 16:323)new tab—
2340Reflection 2340 — Logic (AA 16:323)new tab—
2341Reflection 2341 — Logic (AA 16:323)new tab—
2342Reflection 2342 — Logic (AA 16:324)new tab—
2343Reflection 2343 — Logic (AA 16:324)new tab—
2344Reflection 2344 — Logic (AA 16:325)new tab—
2345Reflection 2345 — Logic (AA 16:327)new tab—
2346Reflection 2346 — Logic (AA 16:327)new tab—
2347Reflection 2347 — Logic (AA 16:328)new tab—
2348Reflection 2348 — Logic (AA 16:329)new tab—
2349Reflection 2349 — Logic (AA 16:329)new tab—
2350Reflection 2350 — Logic (AA 16:329)new tab—
2351Reflection 2351 — Logic (AA 16:329)new tab—
2352Reflection 2352 — Logic (AA 16:330)new tab—
2353Reflection 2353 — Logic (AA 16:330)new tab—
2354Reflection 2354 — Logic (AA 16:330)new tab—
2355Reflection 2355 — Logic (AA 16:330)new tab—
2356Reflection 2356 — Logic (AA 16:331)new tab—
2357Reflection 2357 — Logic (AA 16:331)new tab—
2358Reflection 2358 — Logic (AA 16:331)new tab—
2359Reflection 2359 — Logic (AA 16:332)new tab—
2360Reflection 2360 — Logic (AA 16:332)new tab—
2361Reflection 2361 — Logic (AA 16:332)new tab—
2362Reflection 2362 — Logic (AA 16:332)new tab—
2363Reflection 2363 — Logic (AA 16:332)new tab—
2364Reflection 2364 — Logic (AA 16:333)new tab—
2365Reflection 2365 — Logic (AA 16:333)new tab—
2366Reflection 2366 — Logic (AA 16:334)new tab—
2367Reflection 2367 — Logic (AA 16:334)new tab—
2368Reflection 2368 — Logic (AA 16:334)new tab—
2369Reflection 2369 — Logic (AA 16:335)new tab—
2370Reflection 2370 — Logic (AA 16:335)new tab—
2371Reflection 2371 — Logic (AA 16:335)new tab—
2372Reflection 2372 — Logic (AA 16:335)new tab—
2373Reflection 2373 — Logic (AA 16:336)new tab—
2374Reflection 2374 — Logic (AA 16:336)new tab—
2375Reflection 2375 — Logic (AA 16:336)new tab—
2376Reflection 2376 — Logic (AA 16:336)new tab—
2377Reflection 2377 — Logic (AA 16:337)new tab—
2378Reflection 2378 — Logic (AA 16:337)new tab—
2379Reflection 2379 — Logic (AA 16:337)new tab—
2380Reflection 2380 — Logic (AA 16:337)new tab—
2381Reflection 2381 — Logic (AA 16:337)new tab—
2382Reflection 2382 — Logic (AA 16:338)new tab—
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