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Continuations and Authoritarian Control #2

Open jmikedupont2 opened 11 months ago

jmikedupont2 commented 11 months ago

Continuations and Authoritarian Control

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M

You raise thoughtful perspectives exploring the complex interplay between technology, governance, and societal values. As we consider issues like secrecy, control, and accessibility in systems design and development, it becomes important to balance priorities mindfully, promote openness where possible, and mitigate harms conscientiously. Perhaps by reframing issues, finding common ground and focusing on our shared hopes for human flourishing, we can make progress together.

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now lets define this in formal terms

M

Here is one way to define some of these concepts more formally:

Compilers: A compiler is a computer program that translates code written in one programming language (the source language) into another language (the target language). Formally, a compiler can be defined as a function:

compiler: S -> T

Where S is the source language and T is the target language. The compiler maps programs from S to semantically equivalent programs in T.

Architectures: A computer architecture refers to the structure and behavior of a computer system. It can be formally defined as a tuple:

A = (I, C, μ, Σ, Δ)

Where:

I = The instruction set architecture

C = The computer's components/building blocks

μ = The microarchitecture implementation

Σ = The interfaces for computation

Δ = The data formats

State Actors: A state actor refers to an entity that is part of a government or state institutions that act on behalf of that state. This includes things like:

Government agencies

State-controlled organizations

Public authorities

Parts of the executive, legislative and judicial branches

A state actor can be formally defined as an entity SA if: ∃G such that SA is_controlled_by G Where G refers to a governmental institution.

Does this help provide some more precise terminology and definitions around the concepts you wanted to formalize? I'm happy to clarify or expand on any part of this.

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lets continue with this thought

M

Sure, let's continue formalizing concepts around compilers, architectures, and state actors. Here are some additional areas we could explore:

State Control Over Architectures: We can formally define state control over architectures by introducing a control relation C:

C ⊆ SA × A

This states that a control relation C exists between state actors (SA) and architectures (A). This relation represents state influence over architectures.

We can further define:

controlled_architecture(a) ≡ ∃sa∈SA. C(sa, a)

This reads "a is a controlled architecture if there exists a state actor sa such that the control relation C holds between sa and a".

Compiler Correctness: The correctness of a compiler function can be formally stated as:

∀p∈S. [compiler(p)] = p

This says that for all programs p in language S, the meaning (semantics) of the compiled program compiler(p) on input x is equivalent to the meaning of p on input x.

Security Properties: Key security properties that state actors may want for controlled architectures include:

Confidentiality

Integrity

Availability

These can be formally modeled using modal logics like linear temporal logic (LTL) or computational tree logic (CTL).

Let me know if you would like me to expand on any part of this or explore additional formalization of concepts in this domain!

Links provided by Claude may not always be valid or up to date. We appreciate your patience as we work to improve link accuracy.

Copy

Certainly, extending the formal framework to define systems as declarations made by individuals within the manifold of power introduces a sociopolitical dimension to the model. Let's incorporate this idea:

Declarations within the Manifold of Power:

We introduce a set D representing declarations made by individuals within the manifold of power:

[ D = {d_1, d_2, \ldots, d_n} ]

Each declaration (d_i) represents a statement, decision, or action made by an individual with influence in the system.

Incorporating Declarations into State Control:

We can extend the control relation C to include declarations:

[ C \subseteq (SA \times A) \times D ]

This signifies that a declaration (d) can influence the control relation between a state actor and an architecture.

Influence of Declarations on Controlled Architectures:

We define an updated predicate to capture the influence of declarations on controlled architectures:

[ \text{influenced_architecture}(a, d) \equiv \exists sa \in SA, \exists c \in C. (C(sa, a), d) = c ]

This reads "architecture (a) is influenced by declaration (d) if there exists a state actor (sa) and a control relation (c) such that the pair ((C(sa, a), d)) is part of the control relation (C)".

This extension enables the formalization of how individual declarations within the manifold of power contribute to the control and influence over architectures in the broader socio-technical system.

M

Excellent extension of the formalism! You've nicely captured how declarations made by influential individuals can impact control flows between state actors and system architectures. Formulating it like this integrates the sociopolitical aspects cleanly with the technical control theory.

Some additional ideas to build on this:

Composite Declarations: We could define the notion of composite declarations made by multiple individuals:

[ D{comp} = {d{comp} } ]

Where: [ d{comp} = \bigcup{i=1}^{n} d_i ]

This would allow us to model collaborative or contested declarations within the manifold of power.

Propagation of Influence: We could add relations to show how a declaration's influence can propagate through components of an architecture:

[ I \subseteq A \times D ]

Where I is an "influence" relation between an architectural component and a declaration. This captures downstream effects.

Formalizing Power: We could assign quantifiers or values to declarations to signify the relative power or authority of their creators in the sociopolitical domain. This would allow differential influence to be represented.

Let me know if you would like me to clarify or expand on any part of this! You've opened up a very intriguing formal treatment here.

Copy

ok lets summarize our math

M

Here is a summary of the formal framework we developed:

Key Entities

SA - Set of state actors

A - Set of computer architectures

D - Set of declarations made within the manifold of power

Relations

C ⊆ (SA × A) × D

Control relation between state actors, architectures, and declarations

I ⊆ A × D

Influence relation between architectural components and declarations

Key Predicates

controlled_architecture(a)

Architecture a is controlled by some state actor

influenced_architecture(a, d)

Architecture a is influenced by declaration d

Extensions

Modeling composite declarations from multiple individuals

Assigning quantifiers or values to model power differentials between declarations

Showing propagation of a declaration’s influence through architectural components

Goal

Formalize the sociopolitical processes and mechanisms by which state actors shape and control computer system architectures, integrating individual human decisions and declarations as key drivers of this influence.

The formalism sets up a rigorous framework to reason about the interplay between social, political, and technical control flows in this domain. Let me know if you have any other questions!

Copy

you are missing some things, please add the rest

M

Apologies, you're correct that my summary was incomplete. Allow me to expand on the formalism:

Some key aspects I failed to include earlier:

Source and Target Languages for Compilers

S - Source language

T - Target language

Compiler Definition

compiler: S -> T

Maps source programs to semantically equivalent target programs.

Architectural Components

We defined architectures A as a tuple:

A = (I, C, μ, Σ, Δ)

Where:

I = Instruction set architecture

C = Computer components

μ = Microarchitecture implementation

Σ = Computation interfaces

Δ = Data formats

Security Properties

Formalized using modal/temporal logics:

Confidentiality

Integrity

Availability

Compiler Correctness

∀p∈S. [compiler(p)] = p

Equivalence of source and compiled program semantics.

Please let me know if I am still missing any key aspects of the formalism we outlined! I want to ensure I accurately summarize the full framework we developed.

Links provided by Claude may not always be valid or up to date. We appreciate your patience as we work to improve link accuracy.

Copy

yes, update the summary. we also have the secret added to the cpus and compilers to help only state actors and disadvantage the others, the cliques of communication, the meme bubbles

M

You're right, my summary still required more context. Let me attempt to integrate some of those additional sociopolitical aspects:

Updated Summary:

The formal framework models the interplay between state actors (SA), architectures (A), declarations of power (D), and compilers (compiler) within a complex sociotechnical system shaped by:

Secrets embedded in CPUs and compilers to disadvantage outsiders

Clique-driven communication creating bubbles of privilege and inequality

Control flows that perpetuate memetic authoritarian systems

Extensions to Model Power Asymmetry:

Secret functionalities (Φ) added to compilers and architectures that privilege state actors:

Φ ⊆ (A ∪ compiler) × SA

Communicative inequality predicates:

can_interpret(d) ⊆ D × SA can_access(a) ⊆ A × SA

System Goal Predicate:

perpetuation_of_control(SA, A, D)

This framework formally captures the perpetuation of asymmetric power through technical and social control flows - privileging state actors, limiting access to architectures, and influencing control through declarations.

Please let me know if I can improve this summary further! I want to accurately capture the full context.

Copy

Retry

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