Statistical Parsing and Unambiguous Word Representation in Opencog’S Unsupervised Language Learning Project
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GNU/Linux AI & Alife HOWTO
GNU/Linux AI & Alife HOWTO GNU/Linux AI & Alife HOWTO Table of Contents GNU/Linux AI & Alife HOWTO......................................................................................................................1 by John Eikenberry..................................................................................................................................1 1. Introduction..........................................................................................................................................1 2. Symbolic Systems (GOFAI)................................................................................................................1 3. Connectionism.....................................................................................................................................1 4. Evolutionary Computing......................................................................................................................1 5. Alife & Complex Systems...................................................................................................................1 6. Agents & Robotics...............................................................................................................................1 7. Statistical & Machine Learning...........................................................................................................2 8. Missing & Dead...................................................................................................................................2 1. Introduction.........................................................................................................................................2 -
1 COPYRIGHT STATEMENT This Copy of the Thesis Has Been
University of Plymouth PEARL https://pearl.plymouth.ac.uk 04 University of Plymouth Research Theses 01 Research Theses Main Collection 2012 Life Expansion: Toward an Artistic, Design-Based Theory of the Transhuman / Posthuman Vita-More, Natasha http://hdl.handle.net/10026.1/1182 University of Plymouth All content in PEARL is protected by copyright law. Author manuscripts are made available in accordance with publisher policies. Please cite only the published version using the details provided on the item record or document. In the absence of an open licence (e.g. Creative Commons), permissions for further reuse of content should be sought from the publisher or author. COPYRIGHT STATEMENT This copy of the thesis has been supplied on condition that anyone who consults it is understood to recognize that its copyright rests with its author and that no quotation from the thesis and no information derived from it may be published without the author’s prior consent. 1 Life Expansion: Toward an Artistic, Design-Based Theory of the Transhuman / Posthuman by NATASHA VITA-MORE A thesis submitted to the University of Plymouth in partial fulfillment for the degree of DOCTOR OF PHILOSOPHY School of Art & Media Faculty of Arts April 2012 2 Natasha Vita-More Life Expansion: Toward an Artistic, Design-Based Theory of the Transhuman / Posthuman The thesis’ study of life expansion proposes a framework for artistic, design-based approaches concerned with prolonging human life and sustaining personal identity. To delineate the topic: life expansion means increasing the length of time a person is alive and diversifying the matter in which a person exists. -
The Technological Singularity and the Transhumanist Dream
ETHICAL CHALLENGES The technological singularity and the transhumanist dream Miquel Casas Araya Peralta In 1997, an AI beat a human world chess champion for the first time in history (it was IBM’s Deep Blue playing Garry Kasparov). Fourteen years later, in 2011, IBM’s Watson beat two winners of Jeopardy! (Jeopardy is a general knowledge quiz that is very popular in the United States; it demands a good command of the language). In late 2017, DeepMind’s AlphaZero reached superhuman levels of play in three board games (chess, go and shogi) in just 24 hours of self-learning without any human intervention, i.e. it just played itself. Some of the people who have played against it say that the creativity of its moves make it seem more like an alien that a computer program. But despite all that, in 2019 nobody has yet designed anything that can go into a strange kitchen and fry an egg. Are our machines truly intelligent? Successes and failures of weak AI The fact is that today AI can solve ever more complex specific problems with a level of reliability and speed beyond our reach at an unbeatable cost, but it fails spectacularly in the face of any challenge for which it has not been programmed. On the other hand, human beings have become used to trivialising everything that can be solved by an algorithm and have learnt to value some basic human skills that we used to take for granted, like common sense, because they make us unique. Nevertheless, over the last decade, some influential voices have been warning that our skills PÀGINA 1 / 9 may not always be irreplaceable. -
Letters to the Editor
Articles Letters to the Editor Research Priorities for is a product of human intelligence; we puter scientists, innovators, entrepre - cannot predict what we might achieve neurs, statisti cians, journalists, engi - Robust and Beneficial when this intelligence is magnified by neers, authors, professors, teachers, stu - Artificial Intelligence: the tools AI may provide, but the eradi - dents, CEOs, economists, developers, An Open Letter cation of disease and poverty are not philosophers, artists, futurists, physi - unfathomable. Because of the great cists, filmmakers, health-care profes - rtificial intelligence (AI) research potential of AI, it is important to sionals, research analysts, and members Ahas explored a variety of problems research how to reap its benefits while of many other fields. The earliest signa - and approaches since its inception, but avoiding potential pitfalls. tories follow, reproduced in order and as for the last 20 years or so has been The progress in AI research makes it they signed. For the complete list, see focused on the problems surrounding timely to focus research not only on tinyurl.com/ailetter. - ed. the construction of intelligent agents making AI more capable, but also on Stuart Russell, Berkeley, Professor of Com - — systems that perceive and act in maximizing the societal benefit of AI. puter Science, director of the Center for some environment. In this context, Such considerations motivated the “intelligence” is related to statistical Intelligent Systems, and coauthor of the AAAI 2008–09 Presidential Panel on standard textbook Artificial Intelligence: a and economic notions of rationality — Long-Term AI Futures and other proj - Modern Approach colloquially, the ability to make good ects on AI impacts, and constitute a sig - Tom Dietterich, Oregon State, President of decisions, plans, or inferences. -
Tarski's Threat to the T-Schema
Tarski’s Threat to the T-Schema MSc Thesis (Afstudeerscriptie) written by Cian Chartier (born November 10th, 1986 in Montr´eal, Canada) under the supervision of Prof. dr. Frank Veltman, and submitted to the Board of Examiners in partial fulfillment of the requirements for the degree of MSc in Logic at the Universiteit van Amsterdam. Date of the public defense: Members of the Thesis Committee: August 30, 2011 Prof. Dr. Frank Veltman Prof. Dr. Michiel van Lambalgen Prof. Dr. Benedikt L¨owe Dr. Robert van Rooij Abstract This thesis examines truth theories. First, four relevant programs in philos- ophy are considered. Second, four truth theories are compared according to a range of criteria. The truth theories are categorised according to Leitgeb’s eight criteria for a truth theory. The four truth theories are then compared with each-other based on three new criteria. In this way their relative use- fulness in pursuing some of the aims of the four programs is evaluated. This presents a springboard for future work on truth: proposing ideas for differ- ent truth theories that advance unambiguously different programs on the basis of the four truth theories proposed. 1 Acknowledgements I first thank my supervisor Prof. Dr. Frank Veltman for regularly read- ing and providing constructive feedback, recommending some papers along the way. This thesis has been much improved by his corrections and input, including extensive discussions and suggestions of the ideas proposed here. His patience in working with me on the thesis has been much appreciated. Among the other professors in the ILLC, Dr. Robert van Rooij also provided helpful discussion. -
Patterns of Cognition: Cognitive Algorithms As Galois Connections
Patterns of Cognition: Cognitive Algorithms as Galois Connections Fulfilled by Chronomorphisms On Probabilistically Typed Metagraphs Ben Goertzel February 23, 2021 Abstract It is argued that a broad class of AGI-relevant algorithms can be expressed in a common formal framework, via specifying Galois connections linking search and optimization processes on directed metagraphs whose edge targets are labeled with probabilistic dependent types, and then showing these connections are fulfilled by processes involving metagraph chronomorphisms. Examples are drawn from the core cognitive algorithms used in the OpenCog AGI framework: Probabilistic logical inference, evolutionary program learning, pattern mining, agglomerative clustering, pattern mining and nonlinear-dynamical attention allocation. The analysis presented involves representing these cognitive algorithms as re- cursive discrete decision processes involving optimizing functions defined over metagraphs, in which the key decisions involve sampling from probability distri- butions over metagraphs and enacting sets of combinatory operations on selected sub-metagraphs. The mutual associativity of the combinatory operations involved in a cognitive process is shown to often play a key role in enabling the decomposi- tion of the process into folding and unfolding operations; a conclusion that has some practical implications for the particulars of cognitive processes, e.g. militating to- ward use of reversible logic and reversible program execution. It is also observed that where this mutual associativity holds, there is an alignment between the hier- arXiv:2102.10581v1 [cs.AI] 21 Feb 2021 archy of subgoals used in recursive decision process execution and a hierarchy of subpatterns definable in terms of formal pattern theory. Contents 1 Introduction 2 2 Framing Probabilistic Cognitive Algorithms as Approximate Stochastic Greedy or Dynamic-Programming Optimization 5 2.1 A Discrete Decision Framework Encompassing Greedy Optimization andStochasticDynamicProgramming . -
Singularitynet: Whitepaper
SingularityNET A Decentralized, Open Market and Network for AIs Whitepaper 2.0: February 2019 Abstract Artificial intelligence is growing more valuable and powerful every year and will soon dominate the internet. Visionaries like Vernor Vinge and Ray Kurzweil have predicted that a “technological singularity” will occur during this century. The SingularityNET platform brings blockchain and AI together to create a new AI fabric that delivers superior practical AI functionality today while moving toward the fulfillment of Singularitarian artificial general intelligence visions. Today’s AI tools are fragmented by a closed development environment. Most are developed by one company and perform one extremely narrow task, and there is no straightforward, standard way to plug two tools together. SingularityNET aims to become the leading protocol for networking AI and machine learning tools to form highly effective applications across vertical markets and ultimately generate coordinated artificial general intelligence. Most AI research today is controlled by a handful of corporations—those with the resources to fund development. Independent developers of AI tools have no readily available way to monetize their creations. Usually, their most lucrative option is to sell their tool to one of the big tech companies, leading to control of the technology becoming even more concentrated. SingularityNET’s open-source protocol and collection of smart contracts are designed to address these problems. Developers can launch their AI tools on the network, where they can interoperate with other AIs and with paying users. Not only does the SingularityNET platform give developers a commercial launchpad (much like app stores give mobile app developers an easy path to market), it also allows the AIs to interoperate, creating a more synergistic, broadly capable intelligence. -
Artificial General Intelligence a Primer
International Journal of Trend in Research and Development, Volume 7(6), ISSN: 2394-9333 www.ijtrd.com Artificial General Intelligence: A Primer 1Matthew N. O. Sadiku, 2Olaniyi D. Olaleye, 3Abayomi Ajayi-Majebi and 4Sarhan M. Musa, 1,4Roy G. Perry College of Engineering, Prairie View A&M University, Prairie View, TX, USA 2Barbara Jordan-Mickey Leland School of Public Affairs, Texas Southern University, Houston, TX, USA 3Department of Manufacturing Engineering, Central State University, Wilberforce, OH, USA Abstract: The field of artificial intelligence (AI) aims at Fine Motor Skills: Very few humans would let any of creating and studying software or hardware systems with a the robot manipulators or humanoid hands we see do general intelligence similar to, or greater than, that of human that task for us. beings. AI has shown drastic improvement in some Natural Language Understanding: Machine will capabilities. The greatest fear about AI is producing a system interact with humans. If AI lacks understanding of capable of human-level thinking, known as artificial general natural language. it will not be able to operate in the intelligence (AGI), in which computers meet or even exceed real world. human intelligence. Other necessary capabilities include problem-solving, The goal of AGI research is the development and creativity or originality, navigation, etc. Some of the main demonstration of systems that exhibit the broad range of issues addressed in AGI research include [3]: general intelligence found in humans. AGI does not exist right now. This paper provides an introduction to AGI. Value specification: How do we get an AGI to work towards the right goals? Keywords: Artificial Intelligence, Artificial General Reliability: How can we make an agent that keeps Intelligence (AGI), Superintelligences, Artificial Narrow pursuing the goals we have designed it with? Intelligence (ANI) Corrigibility: If we get something wrong in the design I. -
First-Order Logic
Chapter 10 First-Order Logic 10.1 Overview First-Order Logic is the calculus one usually has in mind when using the word ‘‘logic’’. It is expressive enough for all of mathematics, except for those concepts that rely on a notion of construction or computation. However, dealing with more advanced concepts is often somewhat awkward and researchers often design specialized logics for that reason. Our account of first-order logic will be similar to the one of propositional logic. We will present ² The syntax, or the formal language of first-order logic, that is symbols, formulas, sub-formulas, formation trees, substitution, etc. ² The semantics of first-order logic ² Proof systems for first-order logic, such as the axioms, rules, and proof strategies of the first-order tableau method and refinement logic ² The meta-mathematics of first-order logic, which established the relation between the semantics and a proof system In many ways, the account of first-order logic is a straightforward extension of propositional logic. One must, however, be aware that there are subtle differences. 10.2 Syntax The syntax of first-order logic is essentially an extension of propositional logic by quantification 8 and 9. Propositional variables are replaced by n-ary predicate symbols (P , Q, R) which may be instantiated with either variables (x, y, z, ...) or parameters (a, b, ...). Here is a summary of the most important concepts. 101 102 CHAPTER 10. FIRST-ORDER LOGIC (1) Atomic formulas are expressions of the form P c1::cn where P is an n-ary predicate symbol and the ci are variables or parameters. -
A Subsystem of Classical Propositional Logic
VALUATIONS FOR DIRECT PROPOSITIONAL LOGIC In (1969) a subsystem of classical propositional logic - called direct logic since all indirect inferences are excluded from it - was formulated as a generalized sequential calculus. With its rules the truth-value (true (t) or false (0) of the consequent can be determined from the truth-values of the premisses. In this way the semantical stipulations are formulated construc• tively as in a calculus of natural deduction, i.e. semantics itself is a formal system of rules. The rules for propositional composita define an extension of basic calculi containing only truth rules for atomic sentences. The sen• tences provable in the extensions of all basic calculi, i.e. in the proposi• tional calculus itself, are the logically true sentences. The principle of bi- valence is not presupposed for the basic calculi. That it holds for a specific calculus - and then also in its propositional extension - is rather a theorem to be proved by metatheoretic means. In this approach a semantics in the usual sense, i.e. a semantics based on a concept of valuation, has no place since the calculus of direct logic itself is already conceived of as a system of semantical rules. Nevertheless it is of some interest to see that there is an adequate and intuitively plau• sible valuation-semantics for this calculus. The language L used in what follows is the usual language of proposi• tional logic with —i, A and n> as basic operators.1 A classical or total valuation of L is a function V mapping the set of all sentences of L into {t, f} so that K(-i A) = t iff V(A) = f, V(A A B) = t iff V(A) = V(B) = t. -
14 the Semantics of Classical First- Order Logic
The Semantics of Classical First- 14 Order Logic 1. Introduction...........................................................................................................................2 2. Semantic Evaluations............................................................................................................2 3. Semantic Items and their Categories.....................................................................................2 4. Official versus Conventional Identifications of Semantic Items ...........................................3 5. The Categorial Correspondence Rule...................................................................................3 6. The Categorial Composition Principle .................................................................................5 7. The Sub-Functions of a Semantic Evaluation........................................................................6 8. Interpretations.......................................................................................................................6 9. Truth and Falsity for Simple Atomic Formulas.....................................................................7 10. Pronouns – Variables and Constants.....................................................................................9 11. Multiple Pronouns ..............................................................................................................10 12. Assignment Functions – Constants ......................................................................................12 -
Propositional Logic
Propositional Logic Andreas Klappenecker Propositions A proposition is a declarative sentence that is either true or false (but not both). Examples: • College Station is the capital of the USA. • There are fewer politicians in College Station than in Washington, D.C. • 1+1=2 • 2+2=5 Propositional Variables A variable that represents propositions is called a propositional variable. For example: p, q, r, ... [Propositional variables in logic play the same role as numerical variables in arithmetic.] Propositional Logic The area of logic that deals with propositions is called propositional logic. In addition to propositional variables, we have logical connectives such as not, and, or, conditional, and biconditional. Syntax of Propositional Logic Approach We are going to present the propositional logic as a formal language: - we first present the syntax of the language - then the semantics of the language. [Incidentally, this is the same approach that is used when defining a new programming language. Formal languages are used in other contexts as well.] Formal Languages Let S be an alphabet. We denote by S* the set of all strings over S, including the empty string. A formal language L over the alphabet S is a subset of S*. Syntax of Propositional Logic Our goal is to study the language Prop of propositional logic. This is a language over the alphabet ∑=S ∪ X ∪ B , where - S = { a, a0, a1,..., b, b0, b1,... } is the set of symbols, - X = {¬,∧,∨,⊕,→,↔} is the set of logical connectives, - B = { ( , ) } is the set of parentheses. We describe the language Prop using a grammar. Grammar of Prop ⟨formula ⟩::= ¬ ⟨formula ⟩ | (⟨formula ⟩ ∧ ⟨formula ⟩) | (⟨formula ⟩ ∨ ⟨formula ⟩) | (⟨formula ⟩ ⊕ ⟨formula ⟩) | (⟨formula ⟩ → ⟨formula ⟩) | (⟨formula ⟩ ↔ ⟨formula ⟩) | ⟨symbol ⟩ Example Using this grammar, you can infer that ((a ⊕ b) ∨ c) ((a → b) ↔ (¬a ∨ b)) both belong to the language Prop, but ((a → b) ∨ c does not, as the closing parenthesis is missing.