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
1685Reflection 1685 — Logic (AA 16:83)new tab—
1686Reflection 1686 — Logic (AA 16:83)new tab—
1687Reflection 1687 — Logic (AA 16:83)new tab—
1688Reflection 1688 — Logic (AA 16:83)new tab—
1689Reflection 1689 — Logic (AA 16:84)new tab—
1690Reflection 1690 — Logic (AA 16:84)new tab—
1691Reflection 1691 — Logic (AA 16:85)new tab—
1692Reflection 1692 — Logic (AA 16:85)new tab—
1693Reflection 1693 — Logic (AA 16:85)new tab—
1694Reflection 1694 — Logic (AA 16:85)new tab—
1695Reflection 1695 — Logic (AA 16:86)new tab—
1696Reflection 1696 — Logic (AA 16:86)new tab—
1697Reflection 1697 — Logic (AA 16:86)new tab—
1698Reflection 1698 — Logic (AA 16:87)new tab—
1699Reflection 1699 — Logic (AA 16:87)new tab—
1700Reflection 1700 — Logic (AA 16:87)new tab—
1701Reflection 1701 — Logic (AA 16:87)new tab—
1702Reflection 1702 — Logic (AA 16:88)new tab—
1703Reflection 1703 — Logic (AA 16:88)new tab—
1704Reflection 1704 — Logic (AA 16:88)new tab—
1705Reflection 1705 — Logic (AA 16:88)new tab—
1706Reflection 1706 — Logic (AA 16:89)new tab—
1707Reflection 1707 — Logic (AA 16:89)new tab—
1708Reflection 1708 — Logic (AA 16:89)new tab—
1709Reflection 1709 — Logic (AA 16:89)new tab—
1710Reflection 1710 — Logic (AA 16:90)new tab—
1711Reflection 1711 — Logic (AA 16:90)new tab—
1712Reflection 1712 — Logic (AA 16:90)new tab—
1713Reflection 1713 — Logic (AA 16:90)new tab—
1714Reflection 1714 — Logic (AA 16:90)new tab—
1715Reflection 1715 — Logic (AA 16:91)new tab—
1716Reflection 1716 — Logic (AA 16:91)new tab—
1717Reflection 1717 — Logic (AA 16:91)new tab—
1718Reflection 1718 — Logic (AA 16:92)new tab—
1719Reflection 1719 — Logic (AA 16:92)new tab—
1720Reflection 1720 — Logic (AA 16:92)new tab—
1721Reflection 1721 — Logic (AA 16:92)new tab—
1722Reflection 1722 — Logic (AA 16:93)new tab—
1723Reflection 1723 — Logic (AA 16:93)new tab—
1724Reflection 1724 — Logic (AA 16:93)new tab—
1725Reflection 1725 — Logic (AA 16:94)new tab—
1726Reflection 1726 — Logic (AA 16:94)new tab—
1727Reflection 1727 — Logic (AA 16:94)new tab—
1728Reflection 1728 — Logic (AA 16:94)new tab—
1729Reflection 1729 — Logic (AA 16:95)new tab—
1730Reflection 1730 — Logic (AA 16:95)new tab—
1731Reflection 1731 — Logic (AA 16:95)new tab—
1732Reflection 1732 — Logic (AA 16:96)new tab—
1733Reflection 1733 — Logic (AA 16:96)new tab—
1734Reflection 1734 — Logic (AA 16:96)new tab—
1735Reflection 1735 — Logic (AA 16:97)new tab—
1736Reflection 1736 — Logic (AA 16:97)new tab—
1737Reflection 1737 — Logic (AA 16:97)new tab—
1738Reflection 1738 — Logic (AA 16:97)new tab—
1739Reflection 1739 — Logic (AA 16:97)new tab—
1740Reflection 1740 — Logic (AA 16:98)new tab—
1741Reflection 1741 — Logic (AA 16:98)new tab—
1742Reflection 1742 — Logic (AA 16:98)new tab—
1743Reflection 1743 — Logic (AA 16:98)new tab—
1744Reflection 1744 — Logic (AA 16:99)new tab—
1745Reflection 1745 — Logic (AA 16:99)new tab—
1746Reflection 1746 — Logic (AA 16:99)new tab—
1747Reflection 1747 — Logic (AA 16:99)new tab—
1748Reflection 1748 — Logic (AA 16:100)new tab—
1749Reflection 1749 — Logic (AA 16:100)new tab—
1750Reflection 1750 — Logic (AA 16:101)new tab—
1751Reflection 1751 — Logic (AA 16:101)new tab—
1752Reflection 1752 — Logic (AA 16:101)new tab—
1753Reflection 1753 — Logic (AA 16:101)new tab—
1754Reflection 1754 — Logic (AA 16:102)new tab—
1755Reflection 1755 — Logic (AA 16:103)new tab—
1756Reflection 1756 — Logic (AA 16:103)new tab—
1757Reflection 1757 — Logic (AA 16:103)new tab—
1758Reflection 1758 — Logic (AA 16:104)new tab—
1759Reflection 1759 — Logic (AA 16:104)new tab—
1760Reflection 1760 — Logic (AA 16:105)new tab—
1761Reflection 1761 — Logic (AA 16:105)new tab—
1762Reflection 1762 — Logic (AA 16:105)new tab—
1763Reflection 1763 — Logic (AA 16:106)new tab—
1764Reflection 1764 — Logic (AA 16:106)new tab—
1765Reflection 1765 — Logic (AA 16:106)new tab—
1766Reflection 1766 — Logic (AA 16:107)new tab—
1767Reflection 1767 — Logic (AA 16:107)new tab—
1768Reflection 1768 — Logic (AA 16:108)new tab—
1769Reflection 1769 — Logic (AA 16:108)new tab—
1770Reflection 1770 — Logic (AA 16:109)new tab—
1771Reflection 1771 — Logic (AA 16:109)new tab—
1772Reflection 1772 — Logic (AA 16:109)new tab—
1773Reflection 1773 — Logic (AA 16:110)new tab—
1774Reflection 1774 — Logic (AA 16:110)new tab—
1775Reflection 1775 — Logic (AA 16:111)new tab—
1776Reflection 1776 — Logic (AA 16:111)new tab—
1777Reflection 1777 — Logic (AA 16:111)new tab—
1778Reflection 1778 — Logic (AA 16:111)new tab—
1779Reflection 1779 — Logic (AA 16:112)new tab—
1780Reflection 1780 — Logic (AA 16:112)new tab—
1781Reflection 1781 — Logic (AA 16:112)new tab—
1782Reflection 1782 — Logic (AA 16:113)new tab—
1783Reflection 1783 — Logic (AA 16:113)new tab—
1784Reflection 1784 — Logic (AA 16:113)new tab—
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