Engineering Enlightenment for Everyone

George Spencer-Brown used to say with no false humility that Laws of Form can be used as a vehicle for Enlightenment, “a celestial omnibus to enlightenment” (A Lion’s Teeth,126). Since, agreeing with Wittgenstein Tractatus 6.43, the wide waking world of the Enlightened is altogether different from the world of the unenlightened, I would like to share what Spencer-
Brown meant by regarding so highly his contribution of this vehicle, and then go into what he calls the “ignition key” (2023, 861) of this marvelous functional power of Laws of Form. But what I’m really doing is sharing what I see in Laws of Form, what I mean by affirming this power
of Laws of Form. I am using Spencer-Brown’s vehicle as the formal skeleton—the crystalline calculus—of the universal science and ontology that he marks at the core of everything. This great power he unearths is also known as the mathesis universalis at and about the Center of the philosophia perennis. This mathesis universalis or scientia universalis is what the calculus of
indications expresses. In the end, I will share a perspective on enlightenment as alignment with Spencer-Brown’s first distinction, which represents the paradigm shift to the universal ontology of the infinite sphere, which is a theory of absolutely everything that I call Allogy. I will do this by recalling my original framework of a cybernetic metaphysical system for framing the true meaning of the first distinction, chart this system’s development through integration with
philosophy, and finally return to the metaphors of the vehicle of enlightenment and its ignition key in the context of the whole shebang.

Randolph Dible is a lecturer in philosophy at St. Joseph's University, New York, and a philosophy doctoral student at The New School for Social Research. He has recently published the chapter "First Philosophy and the First Distinction: Ontology and Phenomenology of Laws of Form," in Laws of Form—A Fiftieth Anniversary (2022), and he has forthcoming publications in Analecta Husserliana, including "Ontopoiesis, Autopoiesis, and a Calculus Intended for Self-Reference." Recent publications can also be found in Natur und Kosmos (2020) and The Further Shores of Knowing (2021). He has published on mysticism in the Journal of Consciousness Exploration and Research (2010), and his Masters thesis is entitled Phenomenology of the Spheres: from the Ancient Spherics to Philosophical Cosmology (2018). Randolph Dible's current research focuses on the historical hypothesis of an infinite sphere and its relevance to the interpretation of formation in the cosmologies of George Spencer-Brown and Hedwig Conrad-Martius. Associated with this thesis is a general theory of extension and dimensionality. Randolph Dible is the Secretary and the Director of the Webinar for the Society for the Phenomenology of Religious Experience (SOPHERE), the Communications Director for the North American Society for Early Phenomenology (NASEP), and Assistant to the Editor for the journal Phenomenological Investigations.

More info: http://randolphdible.com/

Distinction and Indication in the Story of Creation

The following paper presents an analysis of the story of creation in the Hebrew version and shows how it can be interpreted using the formal language and ideas used in Spencer-Brown's Laws of Form.
We will draw parallels between the ideas presented in Laws of Form, Distinction and Indication, and the motifs in the story of creation as written in the first chapter of the book of Genesis, where creation of the skies and the earth is done through Separation (Havdala = הבדלה).
I will also show how a simple calculus using a parenthesis form similar to one-dimensional Game of Life could be laid in parallel to the textual form of the story of creation, revealing a telescopic structure, unfolding along the verses, and supported by the traditional punctuation marks (Te'amey Ha’Mikra = המקרא-טעמי).

I'm a Software engineer from Israel, with a B.Sc in computer engineering, and M.Sc in computer science. Worked in several start-up companies on cutting-edge technologies and applications. I'm curious about languages, specifically notation itself and I'm interested in visual ways to represent computation.

More info: https://eranws.github.io/

The Language of Form:
A Conversation with the Void

What is the void, that one can speak with it? How can it speak, and how can we know it has understood us? Spencer-Brown, blending Laozi and Buddhism with physics and computing, gave an answer through operators. Earlier approaches counted things by their measurable properties. But the Pauli and Dirac operators introduced a different move: attuning to the unknown's restlessness, absorbing local field strength into one's own energy or releasing energy into it. Can this be generalized to moving through the void? Spencer-Brown calls the void the unmarked space. I propose to read Laws of Form as three operators that speak with the void: cross, tunnel, and re-entry. They precede all calculations and sentences, but do not yet reach human conversation. Spencer-Brown added: Only Two Can Play This Game. This suggests two further operators—recognition and community (resonance and condenser). With them, the language of form takes shape.

Walter Tydecks, b. 1952, studied mathematics, political science and philosophy (Dipl.-Math.), Professional activity as a system developer, project manager and IT manager of medium-sized companies with a global orientation, philosophical work with a focus on philosophy and mathematics, recent developments in logic, Aristotle and the classical German philosophy.

More info: www.tydecks.info/

But First LoF2026

Spencer Brown, in the 'Introduction' to Laws of Form (London 1969, p. Xviii-xxiv, dated London, August 1967f) discusses Peter Medawar’s contention that the standard method of presentation of scientific research required the reversal of what had actually been done. This viewpoint was reinforced when Spenser Brown cited R. D. Laing’s recently published The Politics of Experience (Harmondsworth, 1967) where he called for information misleadingly called data (given) be more honestly known as capta, “being in a real sense arbitrarily chosen by the nature of the hypothesis already formed.” This is discussed in terms of the structure of the popular song by the Jimi Hendrix Experience, Are You Experienced? (Recorded April 3, 1967, released in the UK May 12, 1967) and the Dialectics of Liberation Congress organised by R. D. Laing and others, London between 15 and 30 July 1967.

Fabian Tompsett worked in a number of radical and community printshops and publishing projects from the 1970’s. He has been active with Wikimedia for over twenty years.
He became involved with the Tower Hamlets African and Caribbean Mental Health Organisation (THACMHO) in the early twenty first century, particularly with their Black History Committee.

More info: https://leutha.wordpress.com/

Laws of Form as Logical Field Theory

In the early nineteenth century, Michael Faraday transformed physics by rejecting static descriptions of electricity and magnetism in favor of continuous, law-governed processes in a field. What emerged was not merely a new phenomenon—electromagnetism—but a new way of thinking: physical laws expressed as paths of lawful transformation rather than isolated states.
This paper argues that George Spencer-Brown introduced an analogous shift in logic. In Laws of Form, logical value is not assigned to expressions as static truth values but arises from allowed sequences of distinctions and transformations within a calculus. Truth, in this framework, is not a destination but a process: an invariant maintained along permitted paths in what may be called a Logical Field.
Building on the Primary Arithmetic and Primary Algebra of Laws of Form, this paper develops the notion of a Logical Field as the space of lawful transformations generated by the First Distinction. We show that key logical difficulties—material implication, vacuous truth, and the collapse of relevance in truth-table logic—arise from confusing states with processes. By contrast, the Logical Field framework treats invalid reasoning as unallowed moves, not false states, and clarifies the distinction between finite demonstrations and non-terminating proofs.
Finally, we characterize the Logical Field as a continuous space of potential forms, structured by the observations and indications of an observer who is integral to the field itself. This perspective suggests a natural alignment between Laws of Form and field-based approaches to physical theory, including those employed in quantum mechanics.

Lyle Anderson was born in 1946 in Kalamazoo, Michigan, USA and raised just outside of Philadelphia, Pennsylvania in Jeffersonville, PA. He attended Kalamazoo College from 1963 through 1967 receiving a BA in Mathematics and Physics. He attended Iowa State University at Ames studying Solid State Physics until joining the Navy as an enlisted man in 1968. He graduated Electrician's Mate A school in 1969 and was halfway through Nuclear Power School when he was picked up for Officer Candidates School. After receiving his commission in 1970, and while awaiting Naval Nuclear Power School at Submarine Development Group Two in Groton, CT, he developed "a methodology and a computer program for the real-time application of sonar information" that was "a major contribution to solving the complex anti-submarine fired control problem." That work led to a nearly 40-year civilian career in combat and intelligence systems development work. Since retiring in 2014, he has gone back to the investigation of mathematics and physics that was interrupted in the summer of 1968.

A Quick Guide to Calculus Q (Laws of Form Quaternions)

The talk will primarily focus on the Q Calculus, which is an extension to both Laws of Form and the BF Calculus created as part of ongoing research with Lou Kauffman. The description of the Q Calculus will be set in the context of other earlier many-valued extensions of Laws of Form, including Varela’s CSR, the Kauffman/Varela Waveform Algebra, BF, and Spencer-Brown’s own system of formations. In this context the comparative role played by permutation in comparison to crossing/marking affords valuable insight about each of these systems. As described in our joint paper in Laws of Form: A Fiftieth Anniversary, BF extends LoF by representing values as pairs (a,b), where a, and b are both expressions in LoF, and by further adding a new mark <(a,b)>I = ([b],a). Based on this definition, <<(a,b)>I>I = ([a],[b]), and thus, << >I>I = [ ]. The Q Calculus further extends BF by adding two additional imaginary marks, < >J, and < >K, such that << >I>I = << >J>J = << >K>K = <<< >I>J>K = [ ]. Acting as operators, the four marks < >I, < >J, < >K and [ ] form an 8 element group that is isomorphic to the quaternion group, known as Q8.

I am a former planner and cartographer living in the Town of Red Hook in New York’s Mid-Hudson Valley. Two of my main enthusiasms are bicycling and Laws of Form. I first encountered Laws of Form when I was in high school and was fortunate enough in college to convince a mathematics professor to sponsor independent study centered on Laws of Form. Later, I encountered Varela’s CSR and Kauffman’s Form Dynamics and became keenly interested in many valued variants of Laws of Form. I attended the 2019, 2022, and 2024 conferences in Liverpool, and have co-authored several papers with Lou Kauffman regarding the BF Calculus. Most recently we have submitted a new paper for publication as follow-up to the 2025 ANPA conference, focused on a quaternionic extension to LoF and BF that we call the Q Calculus.

An introduction to Procedure Monism

Not all rigorous inquirers have jobs or institutions. Direct inquiry into the nature of reality is done in some form also by contemplatives. I will provide an account of inquiry by Victor Langheld, whose life has been spent in ruthless inquiry, with 30 years in India, in which time he was particularly associated with Theravaden approaches. In the last 30 years, this gave rise to about 15 cryptic books, and a series of monumental philosophical sculptures. In the last year (Victor has now retired), Victor has found a way to present his account of fundamental reality in a manner that is well suited to
consumption by physicists, mathematicians and philosophers. He has framed this account as Nature Systems Theory, or Procedure Monism.
This is an update on past monisms such as those of Spinoza, Whitehead, and Sankara, and seeks to make accessible his basic insight, without preaching, founding a school, or indeed intervening in world affairs.
His work is diagnostic and consequences may be drawn from it by those who choose to do so. I will attempt to provide enough introduction to motivate engaging with his recent writing, all of which are organized on his website http://vwsp.eu.

PhD (1997) Cog Sci & Linguistics. Since 1999, lecturer at UCD. Work on rhythm and speech (esp. chant), extending now to embodied and enactive accounts of being. Exploring the "ground from which we speak".

More info: https://pworldrworld.com/fred/