Fact-checked by Grok 2 weeks ago

Theory of categories

In ontology, the theory of categories is the philosophical study of the fundamental classifications of entities, aiming to identify the highest genera or kinds of being that structure reality. It seeks to divide existence into irreducible categories—such as , , relations, , and states of affairs—and addresses central questions like whether universals precede or how predication works across categories. This theory underpins metaphysics by providing a framework for understanding what exists and how entities relate, influencing , , and other branches of . The theory traces its origins to , where outlined ten categories in his eponymous work, including substance (), quantity, , and , as the basic ways in which predicates can be asserted of subjects. Parallel developments occurred in Vaisheshika philosophy with its six padarthas (categories like substance and ) and Stoic logic, which emphasized four categories rooted in active and passive aspects of being. Neoplatonists like later synthesized and reduced these to encompass emanation from the One. Medieval thinkers expanded these ideas: Islamic philosophers such as integrated Aristotelian categories with theological distinctions, while Scholastics like and Gilbert of Poitiers distinguished primary (e.g., substance, relation) from secondary categories (e.g., time, place). In , reframed categories as a priori structures of the understanding—twelve in total, organized into quantity, quality, relation, and modality—in his , shifting focus from to . G.W.F. Hegel further evolved this into a dialectical system of over 270 categories in his , viewing them as moments in the unfolding of the . Twentieth-century developments diversified the theory: proposed three phenomenological categories—Firstness (quality), Secondness (reaction), and Thirdness (mediation)—as universal aspects of experience. Phenomenologists like explored categories through and essences, while analytic philosophers, including and , critiqued traditional categories via linguistic analysis, introducing concepts like "category mistakes" and family resemblances.

Ancient Development

Aristotle's Categories

Aristotle's Categories forms a cornerstone of his metaphysical and logical writings, offering a systematic classification of being to clarify how predicates apply to subjects in discourse. Composed around 350 BCE as the opening text of the Organon, his collection of works on logic, the treatise seeks to delineate the ways in which things are said or predicated, thereby preventing equivocation—ambiguous uses of terms that could lead to misunderstandings about reality. By identifying ten highest genera, or categories, Aristotle establishes a framework for ontological analysis, distinguishing between what exists independently and what depends on other entities for its being. At the core of this system is the distinction between substances and accidents. , or ousia, represent the primary category and the most fundamental mode of being, encompassing individual entities that exist independently, such as "this man" (e.g., ) or "this ." Secondary substances, like (e.g., "man") or genera (e.g., "animal"), further specify these primaries but derive their from them. In contrast, the nine accidental categories describe non-substantial attributes that inhere in substances and cannot exist separately; for instance, "" as a quality of presupposes the substance of Socrates himself. This substance-accident duality underscores Aristotle's view that all predication ultimately refers back to substances as the subjects of change and identity. The ten categories, enumerated at Categories 1b25–2a4, comprise: (1) substance (), the independent entities as described; (2) quantity (), involving measures or extents, such as "two cubits long" or "the number three," which do not imply relations to other things; (3) quality (), attributes like colors, shapes, or capacities, exemplified by "," "grammatical," or "hot"; (4) relation (), correlatives defined relative to something else, such as "" (of half) or "slave" (of ); (5) place (), spatial location, like "in the " or "in the "; (6) time (pote), temporal position, such as "yesterday" or "last year"; (7) position (keisthai), postural states, e.g., "lying" or "sitting"; (8) state or having (echein), conditions of possession or equipment, like "shod" (wearing shoes) or "armed"; (9) action (), the exercise of activity, such as "cutting" or "burning"; and (10) passion or being acted upon (), the undergoing of action, e.g., "being cut" or "being burned." These categories are irreducible, serving as the maximal predicates under which all beings can be classified without overlap. This categorical scheme directly supports syllogistic reasoning by providing the highest genera for predicates in logical arguments, ensuring that terms in syllogisms are univocal and properly related to substances. For example, in a syllogism like "All are ; is a ; therefore, is ," the predicates "" (a ) and "" (a secondary substance) are analyzed within the categorical framework to maintain clarity and validity. Aristotle's categories thus function as a tool for precise predication, influencing subsequent logical traditions by establishing a structured that underpins deductive inference.

Stoic Categories

The Stoic theory of categories, developed within the broader framework of philosophy that integrates logic, physics, and ethics, posits four primary genera of being as the fundamental divisions of reality. Founded by around 300 BCE and systematically elaborated by of Soli (c. 280–207 BCE), this emphasizes a materialist where all causal interactions occur through corporeal entities. Unlike Aristotle's ten static categories, the Stoics reduced these to four dynamic ones centered on corporeality, adapting the notion of substrate from Aristotelian primary substance to fit their view of an entirely physical cosmos governed by divine reason (). The four categories are: (1) (hupokeimenon), the characterless primary matter or basic corporeal stuff underlying all existence, devoid of qualities; (2) (poion or poiotēs), the defining properties that qualify the through tension in the , such as the shape or color of an object; (3) (pōs echon), the particular states or arrangements of qualified substrates, like a grammarian's momentary in ; and (4) relatively disposed (pros ti pōs echon), relational aspects that exist only in reference to something else, such as one thing being double another or positioned to the left. and qualities are corporeals (somata), capable of acting and being acted upon, forming the active and passive principles of the . In contrast, the Stoics distinguished four incorporeals (asōmata) that subsist but do not exist: place (as the extension occupied by bodies), void ( beyond the ), time (the measure of cosmic motion), and lekta (sayables, the incorporeal contents of propositions that enable meaningful discourse). In logic, these categories serve as tools for dissecting propositions and within a deterministic materialist framework, where lekta function as the semantic correlates of utterances, allowing analysis of how corporeal events (like impressions on the ) generate and inference. , in particular, used the categories to refine propositional , distinguishing causal relations among bodies while treating incorporeals as substrates for truth values. Ethically, the categories underpin the understanding of rational impulses (hormai) as corporeal tensions in the 's pneuma, guiding the toward —defined as consistent and —where qualities and dispositions of the determine moral excellence and . This integration ensures that ethical action arises from physical and logical necessities, making the sole good in a providential universe.

Vaisheshika Categories

The school of ancient , founded by the sage around 600–200 BCE, posits a realist centered on categories known as padarthas, which classify all objects of experience and serve as the foundation for understanding reality. In his foundational text, the Vaisheshika Sutras, Kanada enumerates six core padarthas: dravya (substance), the substratum that supports qualities and actions; guna (quality), inherent attributes such as color, taste, and number that reside in substances without altering them; karma (action), dynamic processes like motion or conjunction that substances undergo; samanya (universality), shared general properties that enable recognition of similarities across particulars; visesha (particularity), unique differentiators that distinguish individual entities; and samavaya (), the eternal relation binding inseparable elements, such as a whole to its parts or a substance to its qualities. Among these, dravya holds primacy as the nine fundamental substances: (prithvi), (ap), (tejas), air (vayu), and (akasa) as material or quasi-material bases; alongside time (kala), (dik), or (atman), and (manas) as non-material entities. The first four material substances—earth, water, fire, and air—underpin the school's atomistic theory, positing eternal, indivisible atoms (paramanu) as the ultimate, partless constituents of the physical world, which combine through conjunction to form composite, non-eternal objects perceptible to the senses. Ether, time, space, self, and mind are all-pervading and eternal, with the self serving as the locus of and the mind facilitating sensory . This atomistic framework explains the composite nature of reality, where paramanus, though imperceptible, aggregate into dyads and larger wholes via inherent motion initiated by unseen forces (adrista), ensuring the world's diversity without . Epistemologically, the padarthas align with the Nyaya-Vaisheshika synthesis, functioning as the valid objects of knowledge () through and , where direct sensory contact reveals particulars and inference grasps universals and , thus bridging and in pursuit of liberation (). Later thinkers, such as around 900 CE, expanded the system to seven padarthas by incorporating abhava (non-existence) as a distinct category to account for negations and absences in reality, classifying it into types like prior non-existence (before an object's production) and absolute non-existence (complete absence), thereby enriching the school's logical analysis of what is and is not. This pluralistic , with its emphasis on and atomic pluralism, bears a brief parallel to Aristotelian in cross-cultural categorizations of being, though uniquely integrates for material explanation.

Neoplatonic Categories

Neoplatonism, as developed by in the third century CE, reinterprets categories within a metaphysical framework that subordinates them to transcendent principles, emphasizing a hierarchical emanation from the ultimate unity of the One. In his seminal work, the (composed around 270 CE), draws on and Aristotelian influences to reduce the categories applicable to the sensible world to five primary ones: substance, , , , and motion. These categories, while echoing Aristotelian elements such as substance and , are not independent predicates but manifestations of lower emanative levels, ultimately deriving from and pointing back to higher intelligible realities. critiques the multiplicity implied in Aristotle's ten categories, arguing that true categorization must align with the unified structure of being rather than fragmented sensible experience. Central to this system is the process of emanation, whereby reality unfolds from the One—the ineffable, transcendent source beyond all categories and multiplicity—through successive hypostases. The One overflows in a non-temporal, contemplative act, generating the (Intellect), which contains the eternal Forms and represents the realm of pure being and unity-in-diversity. From the Nous emanates the (Soul), which bridges the intelligible and sensible worlds by imposing form on indeterminate matter, thereby giving rise to the perceptible universe where the five categories operate as organizing principles of becoming. In this scheme, substance corresponds to the underlying unity of things, and to their measured attributes, to their interconnections, and motion to change and activity, all of which are illusions of separation in the material realm; authentic being resides solely in the intelligible domain of the Nous, where categories dissolve into holistic genera like being, sameness, difference, motion, and rest. Plotinus rejects the categories' apparent autonomy in the material world as mere shadows, insisting that multiplicity is an artifact of descent from the One, and that philosophical must reverse this process to restore unity. This perspective frames the categories not as static classifications but as provisional steps in the soul's ascent toward mystical union with the One, where discursive thought yields to ecstatic identification beyond all distinctions. Such ideas profoundly shaped later mystical traditions by providing a philosophical ladder for the soul's purification and return to divine oneness, influencing contemplative practices that view material categories as veils to be transcended.

Medieval Developments

Islamic Categorization

Islamic philosophers adapted Aristotelian categories through translations of texts, integrating them into a monotheistic framework that emphasized divine and Quranic principles. (Ibn Sina, 980–1037 CE) mirrored Aristotle's ten categories in his logical and metaphysical works, but distinguished between (mahiyya) and (wujud), positing that in contingent beings, essence does not necessitate existence, while is the Necessary Existent whose essence is identical to existence. In his key work al-Shifa' (The Cure), categorized being into the necessary (wajib al-wujud, ), possible (mumkin al-wujud, contingents requiring a cause), and impossible (mumtani' al-wujud, self-contradictory entities), thereby subordinating the categories to theological . (Ibn Rushd, 1126–1198 CE) defended the Aristotelian categories and natural causation against 's occasionalism, which denied inherent causal necessity in favor of direct for every event, arguing in Tahafut al-Tahafut (Incoherence of the Incoherence) that such categories underpin scientific knowledge and align with unchanging divine order as described in the . In theology, categories informed debates on God's attributes: Mu'tazilites equated attributes with God's essence to preserve divine unity (), viewing them as identical to avoid multiplicity, while Ash'arites affirmed distinct, eternal attributes inhering in God beyond His essence, using categorical distinctions to reconcile with scriptural descriptions. applied these categories to by classifying substances and accidents in physics and cosmology within al-Shifa', and to medicine in al-Qanun fi al-Tibb (), where he categorized diseases by temperament, structure, and continuity to systematize diagnosis and treatment, influencing Islamic and later European scientific traditions.

Scholastic Categories

In the medieval scholastic tradition, (1225–1274 CE) integrated Aristotle's ten categories—substance, quantity, quality, relation, place, time, position, state, action, and passion—into a Christian metaphysical framework, viewing them as essential for classifying created beings while subordinating them to divine theology. Substance, as the primary category, was understood not as self-subsistent but as a created participation in the divine , whereby finite beings derive their and actuality from God's being through a causal relationship. This participation ensures that all substances reflect God's simplicity and unity, albeit imperfectly, as articulated in Aquinas's . Aquinas distinguished the categories from the —properties such as being (ens), (unum), truth (verum), and goodness (bonum)—which he regarded as coextensive with all and thus superior to the categorical scheme, applying universally to both and creatures without division into genera or species. The , in this view, capture the intrinsic modes of being that transcend Aristotelian predication, serving as foundational attributes that unify reality under divine perfection. A central debate among scholastics arose over the predication of being, with John Duns (1266–1308 CE) challenging Aquinas's doctrine of the analogy of being in favor of univocity. Aquinas maintained that "being" is predicated analogically of and creatures, differing in proportionality to preserve divine transcendence while allowing causal attribution from God as primary analogate. Scotus, conversely, argued for the univocity of being as a single, neutral concept applicable equally to infinite and finite realities, enabling a of metaphysics without , as developed in his Ordinatio. This Scotist position emphasized conceptual precision over Aquinas's analogical proportionality, influencing later scholastic divisions on . Scholastic categories found practical application in theological doctrines like , where Aquinas explained the Eucharistic conversion as the total change of bread's substance into Christ's body, while its accidents (e.g., color, taste) persist without a subject to sustain sensory perception and . This distinction relies on the category of substance as the underlying reality, separable from accidents by divine power, avoiding and upholding the sacrament's miraculous nature without contradicting . Aquinas's synthesis drew significantly from Arabic philosophical transmissions, incorporating Avicenna's essence-existence distinction and Averroes's commentaries on Aristotle into the Summa Theologica to refine concepts of substance and causation within a theistic context. Avicenna's influence is evident in Aquinas's treatment of substance as participated being, while critiques of Averroes's monopsychism helped delineate individual substances in relation to the divine intellect.

Modern Development

Kant's Categories

Immanuel Kant introduced the categories of understanding in his Critique of Pure Reason, first published in 1781, as the fundamental a priori concepts that enable the mind to organize sensory experience into coherent knowledge. These twelve categories serve as the necessary conditions for synthetic a priori judgments, allowing the understanding to synthesize the manifold of provided by into objects of . Unlike empirical concepts derived from experience, the categories are innate structures of the human mind, independent of particular observations. Kant derives the categories through a metaphysical in the Transcendental Analytic, mirroring the table of logical forms of judgment from traditional Aristotelian logic. He argues that just as judgments can be classified according to , , , and , the pure concepts of the understanding correspond to these functions to provide validity to our representations. This derivation ensures that the categories exhaustively cover the forms required for , stating: "In this manner, there arise exactly so many pure conceptions of the understanding... as there are logical functions in all possible judgements." The categories are organized into four groups, each containing three subcategories, as follows:
GroupCategories
Unity, Plurality, Totality
Reality, Negation, Limitation
Inherence and Subsistence (substance and accident), Causality and Dependence (cause and effect), (reciprocity)
ModalityPossibility/Impossibility, Existence/Non-existence, /
These groupings reflect the systematic classification of judgments, with relational categories showing echoes of Aristotle's classical categories in their focus on substance and causation. Epistemologically, the categories apply solely to phenomena—the appearances of objects as structured by , time, and the understanding—rather than to noumena, or things-in-themselves, which remain unknowable beyond sensory conditions. Kant emphasizes that "not one category can be found applicable" to non-sensuous objects, limiting their use to the empirical realm of experience while demarcating the boundaries of human knowledge. To bridge the gap between the abstract categories and concrete sensory intuitions, Kant introduces the doctrine of schematism, positing time as the mediating that allows categories to apply to appearances. The transcendental schema is a product of the , providing time-based rules—such as permanence for substance or for —that homogenize the pure concepts with the temporal form of inner sense. Without this schematism, the categories would be "of no use at all, when separated from ," rendering objective experience impossible.

Hegel's Categories

Hegel's categories represent the dynamic, dialectical moments through which the Absolute Spirit unfolds in his idealistic , forming the logical structure of itself. Unlike static classifications, these categories emerge through a of and , capturing the self-development of thought and being. In his magnum opus, the (1812–1816), Hegel begins with the most abstract category of pure being and progresses dialectically to the absolute idea, encompassing the entire system of logic as the foundation for his of nature and . Central to Hegel's approach is the triadic structure of categories, often described (though not using those exact terms) as thesis-antithesis-, where an initial category generates its own , leading to a higher that preserves and elevates the prior moments. A paradigmatic example occurs at the outset of the Doctrine of Being: pure being, as immediate and indeterminate, sublates into , which in turn resolves into becoming as the first concrete unity of the two. This determinate drives the progression of categories, ensuring that each is not isolated but internally related within the totality of the logical process. The Science of Logic divides into objective logic, covering the books on being and essence, and subjective logic, focused on the concept (or notion). Objective logic examines the categories of immediacy and reflection, laying the groundwork for understanding nature and finite reality, while subjective logic develops the self-determining categories of universality, particularity, and individuality, culminating in the absolute idea as the unity of theoretical and practical spirit (Geist). These categories thus extend beyond mere logic to encompass the historical and natural dimensions of existence, with Geist realizing itself through the dialectical movement across all spheres. Hegel critiques Kant's categories as fixed, subjective forms of understanding that fail to grasp the historical and totalizing nature of reason, instead transforming them into an objective, self-unfolding process where categories historicize and dialectize Kant's relational framework into the dynamic totality of . Building on this, Hegel's dialectical categories profoundly influenced , where inverted the idealist dialectic into , applying triadic contradictions to material conditions of production and class struggle to explain historical development toward .

Twentieth-Century Developments

Peirce's Categories

developed a system of three universal categories—Firstness, Secondness, and Thirdness—as fundamental phenomenological elements underlying experience, logic, and . These categories serve as irreducible primitives that classify all phenomena without reducing to higher or lower orders, emphasizing the triadic structure of reality over dualistic oppositions. Firstness represents the mode of being characterized by pure quality, feeling, or possibility, existing monadically and immediately without reference to anything else; it is the realm of mere positivity, such as the redness of red or the sensation of pain in its immediate . Secondness embodies brute reaction, facticity, or existence, operating dyadically through direct confrontation or resistance, as in the experience of pressure against an object or the raw actuality of cause and effect without . Thirdness, in contrast, involves , , or , functioning triadically to connect elements through habit, generality, or continuity, such as a interpreting an object for an interpretant or a rule governing recurrent patterns. Peirce's categorical framework originated as a precursor in his 1867 paper "On a New List of Categories," where he proposed a simplified reducing traditional lists to relational elements, but the explicit terms Firstness, Secondness, and Thirdness were introduced in his essay "The Architecture of Theories." These ideas were further refined around 1900 in the context of his mature philosophy, particularly as he developed pragmaticism to distinguish his fallibilistic approach from other pragmatists. In Peirce's semiotics, the categories apply directly to the : the itself aligns with Firstness as a qualitative possibility, the object with Secondness as an existential referent, and the interpretant with Thirdness as the mediating law or meaning that generates further interpretation. This triadic structure underscores how signs evolve through continuous interpretation rather than static denotation. The categories profoundly influenced Peirce's by providing a basis for scientific , where Firstness captures novel hypotheses, Secondness tests against facts, and Thirdness embodies predictive laws; they also underpin his synechism, the doctrine of continuity emphasizing Thirdness as the prevalence of real generals and habits in a non-atomistic universe. Peirce acknowledged partial inspiration from Hegelian triads but adapted them to an experiential, non-absolutist framework focused on and .

Phenomenological Categories

In phenomenological philosophy, categories serve as the essential structures of , delineating the ideal forms and contents that constitute intentional experience. , the founder of phenomenology, conceptualizes these categories as noematic structures, which are the objective correlates of conscious acts. Within this framework, material categories pertain to specific senses or Sinn, such as the intuitive content of qualities like redness or bravery, which provide the substantive meaning grasped in or . In contrast, formal categories—encompassing unity (the ideal singularity of an object or proposition), plurality (the multiplicity unified under a ), and (connections like part-whole or ground-consequent)—offer abstract, a priori scaffolds applicable to any domain of meaning, independent of empirical content. These distinctions emerge prominently in Husserl's Logical Investigations (1900–1901), where categories are analyzed as ideal unities derived from phenomenological reflection on meaning-acts, ensuring the objectivity of logic against psychologism. Husserl's approach to accessing these categories involves the , or phenomenological bracketing of the natural attitude—the presupposition of an external world's independent existence—to suspend judgments and reveal pure phenomena. This leads to the , a further methodological step that abstracts universal essences from contingent experiences, enabling categorical intuitions: non-sensory grasps of relations, unities, and structures that synthesize sensory data into coherent meanings. Such intuitions, distinct from mere , fulfill the intentional directedness of , allowing essences to appear as self-evident ideals. These ideas are elaborated in Ideas Pertaining to a Pure Phenomenology and to a Phenomenological Philosophy (1913), where noematic structures integrate material Sinn with formal categories to form the horizon of transcendental . Influenced by Franz Brentano's doctrine of —the mark of the mental as directed toward an object—Husserl refines categories to explain how constitutes meaning, transforming Brentano's descriptive into a transcendental eidetic . Categories thus enable the fulfillment of intentional acts, bridging the noetic (act-quality) and noematic (sense-content) poles to disclose essences as invariants of experience. Subsequent developments in phenomenology extend Husserl's categories into existential dimensions. , in (1927), reinterprets them ontologically through Dasein's fundamental structures: (Sorge), the unifying concernful involvement with the world, and (Geworfenheit), the of being-already-in-a-world without choice. These existential categories shift focus from static eidetic essences to the temporal, historical dynamics of human existence, while retaining Husserl's phenomenological method as a basis for uncovering Being.

Analytic Categories

In of the twentieth century, categories are often treated as linguistic or conceptual frameworks shaped by ordinary language and empirical analysis, rather than as fixed metaphysical structures. This approach emphasizes how emerges from the use of predicates and in , challenging traditional ontologies that posit absolute divisions in reality. Influential thinkers in this tradition sought to dissolve rigid category boundaries through scrutiny of language, viewing categories as tools for description rather than discovery of essences. A pivotal contribution came from W.V.O. Quine, who developed the doctrine of ontological relativity, arguing that what entities a theory commits to—its categories of being—depends on the conceptual scheme or background theory adopted, with no absolute or scheme-independent . In this view, categories are relative to the web of belief, where translation and interpretation render ontological commitments inscrutable beyond the holistic system. Quine's ideas, building on his critique of the analytic-synthetic distinction, underscore that categories lack an objective foundation, as rival schemes can equally accommodate the evidence. P.F. Strawson advanced a contrasting yet complementary perspective through descriptive metaphysics, which aims to elucidate the actual structure of conceptual thought without revisionary aims. In his , basic —such as material bodies and persons—form the indispensable categories for identifying and re-identifying entities in the world, providing the for all . Strawson argued that these , tied to spatiotemporal and , underpin the possibility of reference, distinguishing his approach from more abstract or subjective ontologies. Analytic critiques of traditional ontology further eroded essentialist categories by applying linguistic analysis to reveal their conventional nature. Ludwig Wittgenstein's concept of family resemblances, for instance, posits that many categories lack a single common essence but are instead unified by overlapping similarities, as seen in everyday terms like "game," thereby dissolving the need for strict ontological boundaries through examination of language use. This linguistic turn influenced broader efforts to reconceive categories as fluid and context-bound, rather than as eternal forms. A central debate within this tradition concerns versus in the categorization of universals, where realists argue for mind-independent properties while nominalists reduce them to linguistic conventions. David M. Armstrong's defense of maintains that universals exist as non-spatiotemporal entities instantiated in particulars, grounding scientific laws and natural kinds against nominalist reductions. This tension persists in analytic metaphysics, highlighting how categories mediate between language, mind, and reality. Contemporary analytic philosophy extends these ideas to the metaphysics of , where categories often align with natural kinds—groupings like electrons or water that support inductive generalizations and explanatory power. Quine's later work on natural kinds, for example, portrays them as clusters within a conceptual scheme, resilient to revision but not absolutely real, informing debates on and classification. This application underscores the enduring role of analytic categories in bridging everyday language with empirical inquiry.

References

  1. [1]
    [PDF] Category theory in context Emily Riehl - Johns Hopkins University
    Specifically, category theory provides a mathe- matical language that can be deployed to describe phenomena in any mathematical context. Perhaps surprisingly ...
  2. [2]
    GENERAL THEORY OF NATURAL EQUIVALENCES
    GENERAL THEORY OF NATURAL EQUIVALENCES. 233. A discussion of the "simultaneous" or "natural" character of the iso- morphism L=T(T(L)) clearly involves a ...
  3. [3]
    [PDF] What is Category Theory?
    Category theory is difficult to define, but it is the theory of general abstract nonsense, and it is the theory of categories.
  4. [4]
    [PDF] Category Theory for Scientists (Old Version) - MIT OpenCourseWare
    Sep 17, 2013 · 1.1 A brief history of category theory . ... material is as teachable as I think, it means that category theory is not esoteric but.
  5. [5]
    Aristotle's Categories - Stanford Encyclopedia of Philosophy
    Sep 7, 2007 · Aristotle divides what he calls ta legomena (τἃ λεγόμενα), i.e. things that are said, into ten distinct kinds (1b25). Things that are said ...
  6. [6]
    Chrysippus | Internet Encyclopedia of Philosophy
    The first category is that of substrate (hupokeimenon). To locate an entity in this first category is to assign it existence without reference to its qualities.
  7. [7]
    Stoicism - Stanford Encyclopedia of Philosophy
    Jan 20, 2023 · Zeno was succeeded in the leadership of the Stoa first by Cleanthes of Assos and then by Chrysippus of Soli, who headed the school from around ...Preliminaries · Physical Theory · Logic · Ethics
  8. [8]
    Stephen Menn, The Stoic theory of categories - PhilPapers
    The Stoic theory of categories. Stephen Menn. Oxford Studies in Ancient Philosophy 17:215-47 (1999).
  9. [9]
    Plotinus | Internet Encyclopedia of Philosophy
    This leads Plotinus to posit a secondary existent or emanation of the One, the Intelligence or Mind (Nous) which is the result of the One's direct 'vision' of ...
  10. [10]
    Plotinus' Criticism of Aristotle's Categories (Enneads VI, 1-3) [42-44]
    Following in the footsteps of Plato for the Intelligible world (VI, 2 [43]), he proposes five categories, being, identity, otherness, movement and repose, the " ...
  11. [11]
    [PDF] The Plotinian Reduction of Aristotle's Categories
    Plotinus was able to reduce Aristotle's categories by half by arguing that of the omitted six categories (a) pou and pote are unnecessary as reducible to the ...
  12. [12]
    Neo-Platonism - Internet Encyclopedia of Philosophy
    Neoplatonism is a modern term used to designate the period of Platonic philosophy beginning with the work of Plotinus and ending with the closing of the ...
  13. [13]
    Neoplatonism - Stanford Encyclopedia of Philosophy
    Jan 11, 2016 · Neoplatonism · 1. Historical Orientation: Antiquity · 2. The One · 3. Absolute Consciousness · 4. Soul and Nature · 5. Matter · 6. Ethics · 7. Later ...
  14. [14]
    Greek Sources in Arabic and Islamic Philosophy
    Feb 23, 2009 · Of momentous importance for the development of falsafa was the simultaneous translation of Aristotle's Metaphysics and De Caelo, some writings ...
  15. [15]
    Ibn Sina [Avicenna] - Stanford Encyclopedia of Philosophy
    Sep 15, 2016 · Avicenna synthesized the various strands of philosophical thought he inherited—the surviving Hellenic traditions along with the developments in ...
  16. [16]
    Avicenna (Ibn Sina) | Internet Encyclopedia of Philosophy
    Born in Afshana near Bukhara in Central Asia in about 980, he is best known as a polymath, as a physician whose major work the Canon (al-Qanun fi'l-Tibb) ...
  17. [17]
    Ibn Rushd (Averroes) | Internet Encyclopedia of Philosophy
    ### Summary of Averroes' Defense of Aristotelian Categories Against Al-Ghazali's Occasionalism
  18. [18]
    al-Ghazali (Stanford Encyclopedia of Philosophy)
    ### Summary of Al-Ghazali’s Occasionalism and Relation to Aristotelian Categories
  19. [19]
    Arabic and Islamic Philosophy of Religion
    May 31, 2023 · For Muʿtazilites, the relation between God's self and his attributes must be either one of negation (salb), namely, to deny that God is in any ...Missing: Ash' tazilite
  20. [20]
    Ibn Sina's Natural Philosophy
    Jul 29, 2016 · Avicenna's own unique system survives in no fewer than three philosophical encyclopedias—Cure (or The Healing), The Salvation and Pointers and ...1. Medieval Physics · 2. Bodies And Magnitudes · 4. Conditions For MotionMissing: medicine | Show results with:medicine
  21. [21]
    Thomas Aquinas - Stanford Encyclopedia of Philosophy
    Dec 7, 2022 · Since Aquinas thinks that the primary internal explanation for the existence of any substance is its substantial form (§4), it follows that ...
  22. [22]
    Medieval Theories of Transcendentals
    Apr 4, 2013 · Against both Thomas Aquinas and Henry of Ghent, John Duns Scotus formulated his distribution of the first object of the intellect. He ...
  23. [23]
    Medieval Theories of Analogy - Stanford Encyclopedia of Philosophy
    Nov 29, 1999 · Medieval theories of analogy were a response to problems in three areas: logic, theology, and metaphysics.
  24. [24]
    John Duns Scotus - Stanford Encyclopedia of Philosophy
    May 31, 2001 · Scotus agrees with Thomas Aquinas that all our knowledge of God starts from creatures, and that as a result we can only prove the existence and ...
  25. [25]
    SUMMA THEOLOGIAE: The change of bread and wine into the Body and Blood of Christ (Tertia Pars, Q. 75)
    ### Summary of Thomas Aquinas on Transubstantiation (Tertia Pars, Q. 75)
  26. [26]
    The Critique of Pure Reason | Project Gutenberg
    The universal problem of pure reason. VII. Idea and division of a particular science, under the name of a critique of pure reason.
  27. [27]
    Categories - Stanford Encyclopedia of Philosophy
    Jun 3, 2004 · A system of categories is a complete list of highest kinds or genera. Traditionally, following Aristotle, these have been thought of as highest genera of ...
  28. [28]
    Georg Wilhelm Friedrich Hegel - Stanford Encyclopedia of Philosophy
    Feb 13, 1997 · 3.1.​​ Hegel's Science of Logic is divided into three books, dealing with the topics of being, essence, and the concept, which appeared in 1812, ...Hegel's Philosophy · Hegel's Published Works · Hegel's Encyclopaedic System...
  29. [29]
    Karl Marx - Stanford Encyclopedia of Philosophy
    Aug 26, 2003 · ... Marx's appeal to history's purposes to the influence of Hegel on his thought: We must remember the Hegelian origins of Marxist thought. Hegel ...
  30. [30]
    Charles Sanders Peirce - Stanford Encyclopedia of Philosophy
    Jun 22, 2001 · Charles Sanders Peirce (1839–1914) was the founder of American pragmatism (after about 1905 called by Peirce “pragmaticism” in order to differentiate his views)Peirce's Deductive Logic · Peirce's View of the... · Benjamin Peirce<|control11|><|separator|>
  31. [31]
    Charles Sanders Peirce: Architectonic Philosophy
    In his discussion of phenomenology, Peirce divides all our experience into three general, universal categories and names them firstness, secondness, and ...Philosophy · Phenomenology · The Normative Sciences · Metaphysics
  32. [32]
    Peirce's "The Architecture of Theories"
    Sep 18, 2014 · Peirce, “The Architecture of Theories,” The Monist, v. 1 (1891), pp. 161-176. This supplement refers to pages in the reprint in Classic ...
  33. [33]
    Peirce's theory of signs - Stanford Encyclopedia of Philosophy
    Oct 13, 2006 · Peirce's earliest significant attempt at an account of signs comes in his 1867 paper “On A New List of Categories” (W2 .49–58). In that ...
  34. [34]
    [PDF] Logical Investigations, Vols I & II - PhilPapers
    Edmund Husserl, Logical Investigations, 2 volumes, trans. J. N. Findlay ... Husserl, Edmund (1977) Phenomenological Psychology. Lectures, Summer Semes ...
  35. [35]
    [PDF] EDMUND HUSSERL - FINO
    “formal categories” pertaining to this essence. Let us begin with a not ... the noematic unity included within them themselves and, accord ingly, the ...Missing: sinn | Show results with:sinn
  36. [36]
    Husserl's Concept of Categorial Intuition - ResearchGate
    Husserl's analysis of the structure of categorial intuition opens up with a confrontation of simple acts of perception in contrast with complex, founded acts of ...
  37. [37]
    Critical Analysis of the Epochè Concept in the Husserlian ...
    Epochѐ, also known as 'Bracketting', is Husserl's prescribed method of ridding philosophy of pseudo-problems, biases or prejudices and uncertainties.
  38. [38]
    Edmund Husserl: Intentionality and Intentional Content
    In the year 1913 Husserl published both a revised edition of Logical Investigations and the Ideas Pertaining to a Pure Phenomenology and to a Phenomenological ...
  39. [39]
    [PDF] HUSSERL'S THEORY OF INTENTIONALITY - PhilPapers
    Husserl disagrees with Brentano's views that intentionality is the distinguishing feature of all mental phenomena and that the mental status of intentional ...
  40. [40]
    [PDF] Heidegger's Philosophy of Language in Being and Time
    The world is already there when Dasein gets into it. That is why Heidegger calls this condition of being-in. -the-world “fallenness” or “thrownness.” ...
  41. [41]
    Willard Van Orman Quine - Stanford Encyclopedia of Philosophy
    Apr 9, 2010 · (Quine uses the terms “ontological relativity” and “inscrutability of reference”, as well as “indeterminacy of reference”. Some philosophers ...
  42. [42]
    Peter Frederick Strawson - Stanford Encyclopedia of Philosophy
    Sep 16, 2009 · Strawson coined the terms 'descriptive metaphysics' to capture ... particulars but in which material bodies are not the basic particulars.
  43. [43]
    Ludwig Wittgenstein - Stanford Encyclopedia of Philosophy
    Nov 8, 2002 · 3.4 Language-games and Family Resemblance. Throughout the Philosophical Investigations, Wittgenstein returns, again and again, to the concept of ...
  44. [44]
    Universals and scientific realism : Armstrong, D. M. (David Malet ...
    Oct 10, 2021 · 1978. Topics: Universals (Philosophy), Realism, Nominalism, Universaux, Réalisme, Nominalisme. Publisher: Cambridge ; New York : Cambridge ...
  45. [45]
    D. M. Armstrong, Nominalism and Realism: Volume 1: Universals ...
    In volume I David Armstrong surveys and criticizes the main approaches and solutions to the problems that have been canvassed, rejecting the various forms of ...
  46. [46]
    Willard Van Orman Quine: Philosophy of Science
    This project investigates both the epistemological and ontological dimensions of scientific theorizing. Quine's epistemological concern is to examine our ...Missing: scheme- | Show results with:scheme-
  47. [47]
    Natural Kinds - Stanford Encyclopedia of Philosophy
    Sep 17, 2008 · This article divides philosophical discussions of natural kinds into four areas: metaphysics, epistemology, philosophy of science, and philosophy of language.The Metaphysics of Natural... · Natural Kinds in the Special...