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
2681Reflection 2681 — Logic (AA 16:469)new tab—
2682Reflection 2682 — Logic (AA 16:469)new tab—
2683Reflection 2683 — Logic (AA 16:469)new tab—
2684Reflection 2684 — Logic (AA 16:470)new tab—
2685Reflection 2685 — Logic (AA 16:470)new tab—
2686Reflection 2686 — Logic (AA 16:470)new tab—
2687Reflection 2687 — Logic (AA 16:471)new tab—
2688Reflection 2688 — Logic (AA 16:471)new tab—
2689Reflection 2689 — Logic (AA 16:471)new tab—
2690Reflection 2690 — Logic (AA 16:471)new tab—
2691Reflection 2691 — Logic (AA 16:472)new tab—
2692Reflection 2692 — Logic (AA 16:472)new tab—
2693Reflection 2693 — Logic (AA 16:472)new tab—
2694Reflection 2694 — Logic (AA 16:472)new tab—
2695Reflection 2695 — Logic (AA 16:473)new tab—
2696Reflection 2696 — Logic (AA 16:473)new tab—
2697Reflection 2697 — Logic (AA 16:474)new tab—
2698Reflection 2698 — Logic (AA 16:475)new tab—
2699Reflection 2699 — Logic (AA 16:475)new tab—
2700Reflection 2700 — Logic (AA 16:475)new tab—
2701Reflection 2701 — Logic (AA 16:476)new tab—
2702Reflection 2702 — Logic (AA 16:476)new tab—
2703Reflection 2703 — Logic (AA 16:477)new tab—
2704Reflection 2704 — Logic (AA 16:477)new tab—
2705Reflection 2705 — Logic (AA 16:477)new tab—
2706Reflection 2706 — Logic (AA 16:478)new tab—
2707Reflection 2707 — Logic (AA 16:478)new tab—
2708Reflection 2708 — Logic (AA 16:478)new tab—
2709Reflection 2709 — Logic (AA 16:478)new tab—
2710Reflection 2710 — Logic (AA 16:479)new tab—
2711Reflection 2711 — Logic (AA 16:479)new tab—
2712Reflection 2712 — Logic (AA 16:480)new tab—
2713Reflection 2713 — Logic (AA 16:480)new tab—
2714Reflection 2714 — Logic (AA 16:480)new tab—
2715Reflection 2715 — Logic (AA 16:481)new tab—
2716Reflection 2716 — Logic (AA 16:482)new tab—
2717Reflection 2717 — Logic (AA 16:482)new tab—
2718Reflection 2718 — Logic (AA 16:482)new tab—
2719Reflection 2719 — Logic (AA 16:483)new tab—
2720Reflection 2720 — Logic (AA 16:483)new tab—
2721Reflection 2721 — Logic (AA 16:484)new tab—
2722Reflection 2722 — Logic (AA 16:485)new tab—
2723Reflection 2723 — Logic (AA 16:486)new tab—
2724Reflection 2724 — Logic (AA 16:486)new tab—
2725Reflection 2725 — Logic (AA 16:487)new tab—
2726Reflection 2726 — Logic (AA 16:487)new tab—
2727Reflection 2727 — Logic (AA 16:488)new tab—
2728Reflection 2728 — Logic (AA 16:488)new tab—
2729Reflection 2729 — Logic (AA 16:488)new tab—
2730Reflection 2730 — Logic (AA 16:489)new tab—
2731Reflection 2731 — Logic (AA 16:489)new tab—
2732Reflection 2732 — Logic (AA 16:490)new tab—
2733Reflection 2733 — Logic (AA 16:491)new tab—
2734Reflection 2734 — Logic (AA 16:491)new tab—
2735Reflection 2735 — Logic (AA 16:491)new tab—
2736Reflection 2736 — Logic (AA 16:492)new tab—
2737Reflection 2737 — Logic (AA 16:492)new tab—
2738Reflection 2738 — Logic (AA 16:493)new tab—
2739Reflection 2739 — Logic (AA 16:493)new tab—
2740Reflection 2740 — Logic (AA 16:494)new tab—
2741Reflection 2741 — Logic (AA 16:494)new tab—
2742Reflection 2742 — Logic (AA 16:494)new tab—
2743Reflection 2743 — Logic (AA 16:494)new tab—
2744Reflection 2744 — Logic (AA 16:495)new tab—
2745Reflection 2745 — Logic (AA 16:496)new tab—
2746Reflection 2746 — Logic (AA 16:496)new tab—
2747Reflection 2747 — Logic (AA 16:496)new tab—
2748Reflection 2748 — Logic (AA 16:497)new tab—
2749Reflection 2749 — Logic (AA 16:497)new tab—
2750Reflection 2750 — Logic (AA 16:497)new tab—
2751Reflection 2751 — Logic (AA 16:498)new tab—
2752Reflection 2752 — Logic (AA 16:498)new tab—
2753Reflection 2753 — Logic (AA 16:498)new tab—
2754Reflection 2754 — Logic (AA 16:498)new tab—
2755Reflection 2755 — Logic (AA 16:499)new tab—
2756Reflection 2756 — Logic (AA 16:499)new tab—
2757Reflection 2757 — Logic (AA 16:500)new tab—
2758Reflection 2758 — Logic (AA 16:500)new tab—
2759Reflection 2759 — Logic (AA 16:500)new tab—
2760Reflection 2760 — Logic (AA 16:500)new tab—
2761Reflection 2761 — Logic (AA 16:500)new tab—
2762Reflection 2762 — Logic (AA 16:500)new tab—
2763Reflection 2763 — Logic (AA 16:501)new tab—
2764Reflection 2764 — Logic (AA 16:501)new tab—
2765Reflection 2765 — Logic (AA 16:501)new tab—
2766Reflection 2766 — Logic (AA 16:501)new tab—
2767Reflection 2767 — Logic (AA 16:502)new tab—
2768Reflection 2768 — Logic (AA 16:502)new tab—
2769Reflection 2769 — Logic (AA 16:502)new tab—
2770Reflection 2770 — Logic (AA 16:502)new tab—
2771Reflection 2771 — Logic (AA 16:503)new tab—
2772Reflection 2772 — Logic (AA 16:503)new tab—
2773Reflection 2773 — Logic (AA 16:504)new tab—
2774Reflection 2774 — Logic (AA 16:504)new tab—
2775Reflection 2775 — Logic (AA 16:505)new tab—
2776Reflection 2776 — Logic (AA 16:505)new tab—
2777Reflection 2777 — Logic (AA 16:506)new tab—
2778Reflection 2778 — Logic (AA 16:506)new tab—
2779Reflection 2779 — Logic (AA 16:507)new tab—
2780Reflection 2780 — Logic (AA 16:507)new tab—
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