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
3080Reflection 3080 — Logic (AA 16:647)new tab—
3081Reflection 3081 — Logic (AA 16:648)new tab—
3082Reflection 3082 — Logic (AA 16:649)new tab—
3083Reflection 3083 — Logic (AA 16:649)new tab—
3084Reflection 3084 — Logic (AA 16:650)new tab—
3085Reflection 3085 — Logic (AA 16:650)new tab—
3086Reflection 3086 — Logic (AA 16:651)new tab—
3087Reflection 3087 — Logic (AA 16:651)new tab—
3088Reflection 3088 — Logic (AA 16:651)new tab—
3089Reflection 3089 — Logic (AA 16:652)new tab—
3090Reflection 3090 — Logic (AA 16:653)new tab—
3091Reflection 3091 — Logic (AA 16:653)new tab—
3092Reflection 3092 — Logic (AA 16:654)new tab—
3093Reflection 3093 — Logic (AA 16:654)new tab—
3094Reflection 3094 — Logic (AA 16:655)new tab—
3095Reflection 3095 — Logic (AA 16:656)new tab—
3096Reflection 3096 — Logic (AA 16:657)new tab—
3097Reflection 3097 — Logic (AA 16:659)new tab—
3098Reflection 3098 — Logic (AA 16:659)new tab—
3099Reflection 3099 — Logic (AA 16:659)new tab—
3100Reflection 3100 — Logic (AA 16:659)new tab—
3101Reflection 3101 — Logic (AA 16:660)new tab—
3102Reflection 3102 — Logic (AA 16:660)new tab—
3103Reflection 3103 — Logic (AA 16:660)new tab—
3104Reflection 3104 — Logic (AA 16:660)new tab—
3105Reflection 3105 — Logic (AA 16:661)new tab—
3106Reflection 3106 — Logic (AA 16:661)new tab—
3107Reflection 3107 — Logic (AA 16:661)new tab—
3108Reflection 3108 — Logic (AA 16:662)new tab—
3109Reflection 3109 — Logic (AA 16:662)new tab—
3110Reflection 3110 — Logic (AA 16:662)new tab—
3111Reflection 3111 — Logic (AA 16:663)new tab—
3112Reflection 3112 — Logic (AA 16:663)new tab—
3113Reflection 3113 — Logic (AA 16:664)new tab—
3114Reflection 3114 — Logic (AA 16:665)new tab—
3115Reflection 3115 — Logic (AA 16:665)new tab—
3116Reflection 3116 — Logic (AA 16:666)new tab—
3117Reflection 3117 — Logic (AA 16:666)new tab—
3118Reflection 3118 — Logic (AA 16:666)new tab—
3119Reflection 3119 — Logic (AA 16:667)new tab—
3120Reflection 3120 — Logic (AA 16:668)new tab—
3121Reflection 3121 — Logic (AA 16:668)new tab—
3122Reflection 3122 — Logic (AA 16:669)new tab—
3123Reflection 3123 — Logic (AA 16:669)new tab—
3124Reflection 3124 — Logic (AA 16:670)new tab—
3125Reflection 3125 — Logic (AA 16:670)new tab—
3126Reflection 3126 — Logic (AA 16:670)new tab—
3127Reflection 3127 — Logic (AA 16:671)new tab—
3128Reflection 3128 — Logic (AA 16:671)new tab—
3129Reflection 3129 — Logic (AA 16:672)new tab—
3130Reflection 3130 — Logic (AA 16:672)new tab—
3131Reflection 3131 — Logic (AA 16:672)new tab—
3132Reflection 3132 — Logic (AA 16:672)new tab—
3133Reflection 3133 — Logic (AA 16:673)new tab—
3134Reflection 3134 — Logic (AA 16:673)new tab—
3135Reflection 3135 — Logic (AA 16:673)new tab—
3136Reflection 3136 — Logic (AA 16:674)new tab—
3137Reflection 3137 — Logic (AA 16:674)new tab—
3138Reflection 3138 — Logic (AA 16:674)new tab—
3139Reflection 3139 — Logic (AA 16:675)new tab—
3140Reflection 3140 — Logic (AA 16:675)new tab—
3141Reflection 3141 — Logic (AA 16:676)new tab—
3142Reflection 3142 — Logic (AA 16:676)new tab—
3143Reflection 3143 — Logic (AA 16:677)new tab—
3144Reflection 3144 — Logic (AA 16:678)new tab—
3145Reflection 3145 — Logic (AA 16:678)new tab—
3146Reflection 3146 — Logic (AA 16:679)new tab—
3147Reflection 3147 — Logic (AA 16:679)new tab—
3148Reflection 3148 — Logic (AA 16:680)new tab—
3149Reflection 3149 — Logic (AA 16:680)new tab—
3150Reflection 3150 — Logic (AA 16:681)new tab—
3151Reflection 3151 — Logic (AA 16:682)new tab—
3152Reflection 3152 — Logic (AA 16:683)new tab—
3153Reflection 3153 — Logic (AA 16:684)new tab—
3154Reflection 3154 — Logic (AA 16:685)new tab—
3155Reflection 3155 — Logic (AA 16:685)new tab—
3156Reflection 3156 — Logic (AA 16:686)new tab—
3157Reflection 3157 — Logic (AA 16:686)new tab—
3158Reflection 3158 — Logic (AA 16:687)new tab—
3159Reflection 3159 — Logic (AA 16:688)new tab—
3160Reflection 3160 — Logic (AA 16:688)new tab—
3161Reflection 3161 — Logic (AA 16:689)new tab—
3162Reflection 3162 — Logic (AA 16:689)new tab—
3163Reflection 3163 — Logic (AA 16:690)new tab—
3164Reflection 3164 — Logic (AA 16:690)new tab—
3165Reflection 3165 — Logic (AA 16:690)new tab—
3166Reflection 3166 — Logic (AA 16:691)new tab—
3167Reflection 3167 — Logic (AA 16:691)new tab—
3168Reflection 3168 — Logic (AA 16:691)new tab—
3169Reflection 3169 — Logic (AA 16:692)new tab—
3170Reflection 3170 — Logic (AA 16:692)new tab—
3171Reflection 3171 — Logic (AA 16:693)new tab—
3172Reflection 3172 — Logic (AA 16:694)new tab—
3173Reflection 3173 — Logic (AA 16:695)new tab—
3174Reflection 3174 — Logic (AA 16:696)new tab—
3175Reflection 3175 — Logic (AA 16:696)new tab—
3176Reflection 3176 — Logic (AA 16:696)new tab—
3177Reflection 3177 — Logic (AA 16:697)new tab—
3178Reflection 3178 — Logic (AA 16:698)new tab—
3179Reflection 3179 — Logic (AA 16:698)new tab—
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