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Compressed Reasoning Notation

πŸ“š Comprehensive Reference: Compressed Reasoning Notation

1. Core Operators

Flow & Causality β†’ (Causes): Direct, linear causation.

⇉ (Cascade): A causal chain where one effect triggers multiple others.

β‡’ (Counterfactual): A hypothetical causal link; "what if."

⇄ (Feedback): A mutual, two-way causal relationship.

⟳ (Reinforcing): A feedback loop that amplifies change (positive feedback).

⟲ (Stabilizing): A feedback loop that resists change (negative feedback).

⚑ (Trigger): An event or impulse that initiates a flow or process.

Ξ¦ (Flow): A general, unclassified flow, field, or quantity.

State & Relationship βŠ• (Synergy): Elements working together, enhancing each other.

βŠ— (Conflict): Elements working against each other, creating friction.

⊘ (Blocks): One element actively prevents another from occurring.

βŒ€ (Void/Absence): A lack, gap, or missing component.

Logic & Intent ∴ (Therefore): Logical conclusion.

⊒ (Evidences): The preceding statement is evidenced by the following.

⊣ (Supports): The preceding statement is supported by the following.

≋ (Analogous): Structurally similar or comparable.

: (Telos/Intent): Defines purpose; "in order to" or "is designed to."

β‡’ (Is-A-Type-Of): Ontological classification (e.g., P3 β‡’ {Limiting_Belief}).

= (Is-Composed-Of): Defines a set's components (e.g., M2 = {Tracker, Goals}).

Structure & Boundaries βŠ™ (Core): The central, fundamental element of a system.

[bound] (Hard Boundary): A rigid constraint or scope.

{set} (Set): A collection or group of related elements.

(soft) (Soft Boundary): A flexible or permeable grouping.

β—Š (Possible): A potential or uncertain element/path.

Change & Transformation β–³ (Delta): A general change, transformation, or "delta."

↑ (Increase): An increase in magnitude or intensity.

↓ (Decrease): A decrease in magnitude or intensity.

β—¬ (Cycle): A recurring pattern or cycle.

β‡ž (Phase Change Up): A sudden, non-linear shift to a new state (tipping point).

β‡Ÿ (Phase Change Down): A sudden, non-linear collapse or state shift.

Meta & Status β€» (Attention): Marks a point of focus or importance.

⧈ (Split): A process of divergence.

β‹ˆ (Merge): A process of convergence.

⌘ (Agency): A point of control, choice, or active agency.

βœ“ (Validated): A confirmed or validated state/element.

⚠ (Warning): A potential risk or point of failure.

β–  (Constraint): A passive constraint or rule (less active than ⊘).

⟑ (Emergence): A label for an emergent property or state.

2. Modifiers & Quantifiers (Grammar)

Modifiers attach to elements or operators.

Element Modifiers (ElementΛ’) Domain Layers:

ᡉ (Emotional)

ᢜ (Cognitive)

Κ³ (Relational)

Λ’ (Spatial)

α΅— (Temporal)

ᡉⁿ (Energetic)

Intensity Scale:

ΒΉ (Mild)

Β² (Moderate)

Β³ (Intense)

⁴ (Overwhelming)

Time Scale (Temporal Domain):

ᡗ⁰ (Now)

α΅—ΒΉ (Days)

α΅—Β² (Weeks)

α΅—Β³ (Years)

ᡗ⁴ (Lifetime)

Modal Logic (Status):

ⁿ (Necessary / Must)

α΅’ (Obligatory / Ought)

(Possibility is handled by the β—Š operator)

Subjectivity/Attribution (Postfix): (Expression)@agent

Used to attribute a perception or statement to an agent (e.g., @me, @boss).

Example: (A βŠ— B)@me (I perceive a conflict between A and B).

Operator Modifiers (OperatorΛ’) Probability (Superscript on Flow): β†’Λ’

Denotes the likelihood of a causal link.

Example: A →⁷⁰ B (A has a 70% chance of causing B).

Pervasive Fields (Prefix) ~ (Pervasive Field): A prefix to denote a non-agentic, ambient field.

Example: ~(High_Trust) β†’ (A βŠ• B) (A field of high trust conduces to A and B's synergy).

3. Core Grammar Rules

Precedence: FLOW > STATE > SCOPE

Causal operators (β†’, ⇉, etc.) bind more tightly than state operators (βŠ•, βŠ—).

Example: A β†’ B βŠ— C is parsed as A β†’ (B βŠ— C).

Parentheses: ( )

Used to override default precedence or group expressions for clarity.

Example: (A β†’ B) βŠ— C (The process of A causing B is in conflict with C).

Scope Modifiers: X@context

Modifiers (like @me or domain superscripts ᡉ) attach to the single, nearest element or expression.

Example: Aᡉ β†’ B is parsed as (Aᡉ) β†’ B.

Evidence & Logic Operators: ⊒, ⊣, ∴, :

These operators connect full expressions or statements.

Example: (A ⇄ B) ⊣ C (The feedback loop between A and B is supported by C).

Metacognition (Applying Change to Expressions):

Core operators like β–³ (Change) and ⌘ (Agency) can be applied to entire, grouped expressions.

Example: ⌘ : β–³(S1 β†’ ⊘(C1)) (My agency is for the purpose of changing the relationship 'S1 blocks C1').

Emergence as Process:

The emergence symbol can be used as a flow operator to show a process.

Example: {A βŠ• B ⇄ C} βŸ‘β†’ D (The complex interaction of A, B, and C emergently causes D).

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