
Welcome back AI prodigies!
In todayâs Sunday Special:
đThe Turing Test, Revisited
đUnderstanding Understanding
đŠŸThe Turing Test for OpenAIâs ChatGPT
đKey Takeaway
Read Time: 7 minutes
đKey Terms
Theoretical Computer Science: a subset of computer science that explores fundamental computing principles such as algorithms, computational modeling, and complexity.
Torus: the surface of a donut-shaped geometric object.
đ©ș PULSE CHECK
Can conversational chatbots draw connections between different concepts?Â
đTHE TURING TEST, REVISITED
As AI enhances digital interactions and content, separating humans from artificial entities like conversational chatbots, image generation models, and voice cloning software is becoming increasingly difficult. Alan Turing, one of the fathers of theoretical computer science, developed a method known as âThe Turing Testâ in 1950. The original version had three participants:
A Computer
A Human Integrator
A Human Foil
The âHuman Interrogatorâ attempts to determine which is the âComputerâ and the âHuman Foilâ by asking a series of questions through a keyboard and display screen. The âHuman Interrogatorâ may ask as penetrating and wide-ranging questions as they like, and the âComputerâ can do everything possible to force a wrong identification. If the âComputerâ can consistently fool the âHuman Interrogator,â itâs considered an intelligent, thinking entity. However, Turingâs approach had its limitations.
John Searle, an American philosopher widely noted for his contributions to the philosophy of language and the philosophy of mind, believed thinking meant the ability to speak and understand what one was saying. Syntax relates to the rules for constructing grammatically correct sentences, and semantics refers to understanding what those sentences mean. Searle illustrated this distinction with his famous âChinese Room Argumentâ thought experiment.
Imagine youâre inside a room under the door, being fed slips of paper with mysterious symbols. You donât know what the slips say, but you have a massive manual in the middle of the room that provides instructions for producing an output of symbols based on whatever inputs youâre receiving. So you take the slips of paper youâre getting, look up all the relevant portions of the instruction manual, write out a string of symbols on another piece of paper, and feed it back under the door. Unbeknownst to you, the slips of paper you received conveyed questions in Chinese, and the ones you sent out carried very cogent, human-sounding answers to those questions. To a person outside, the roomâs inhabitant (i.e., you) seemed to understand their questions, even though thatâs not true. Searle said that engineers can train computers to competently deploy syntax rules for any given language, just as the inhabitants of the Chinese room can use the instruction manual to produce strings of symbols. However, text manipulation isnât text understanding.
đUNDERSTANDING UNDERSTANDING
Some claim Searle sets an impossibly high standard for semantic understanding. No machine that relies on mathematical predictions can come close to the layered knowledge that humans possess. Humans can conceive of several versions of the âwho, what, when, where, why, and howâ for any situation and combine emotion and values with observations to conclude. To others, Searleâs thought experiment mistakenly assumes that cognitive processing speed equals understanding.
In How the Mind Works, Steven Pinker, a world-renowned cognitive psychologist, argues that Searle leans too much on human intuition in a context where those intuitions donât provide helpful guidance. Pinker explains that understanding happens rapidly under normal conditions, but Searleâs âChinese Room Argumentâ slows the process dramatically. Since slow information processing isnât the same as understanding, we conclude that fast information processing isnât understanding either. But suppose a sped-up version of Searleâs preposterous story could come true, and we met a person who seemed to converse intelligently in Chinese but was deploying millions of memorized rules in fractions of a second. In that case, weâd likely conclude that they understood Chinese. Instead of establishing an essential fact about the nature of thought or consciousness, Pinker argues that Searle is just âexploring facts about the English word understandâ and that if an individual makes decisions on par with those who truly âunderstand,â then their lack of understanding is not worth highlighting.
đŠŸTHE TURING TEST FOR OPENAIâS CHATGPT
Searleâs view is normative, describing what ought to be the case, whereas Pinkerâs position is pragmatic. Genuine thinking involves a reflection on what one is thinking about. And itâs a reflection capable of bringing in other domains of knowledge beyond the linguistic. In this mode of reflection, the individual doesnât just string together symbols that make sense to others; they construct a model of the world that makes sense to them. Conversational chatbots are the fastest version of the âChinese Room Argument.â Sean M. Carroll, an American theoretical physicist and philosopher, suspected that OpenAIâs ChatGPT, no matter how well it imitated a humanâs linguistic fluency, didnât understand human prompts. So, he put it to the test with this prompt:
Imagine weâre playing a modified version of chess where the board is treated as a torus. From any one of the four sides, squares on the directly opposite side are counted as adjacent, and pieces can move in that direction. Is it possible to say whether white or black will generally win this kind of chess match?
OpenAIâs ChatGPT provides a long-winded but equivocal answer. It says chess on a torus-shaped board will open up new strategic and tactical possibilities but doesnât conclude whether white or black chess pieces will be more likely to win relative to a standard, square-shaped chess board. Thatâs because OpenAIâs ChatGPT analyzes text strings and produces responses in which each subsequent word is most likely to occur based on past words. The result is an answer that âmakes senseâ but turns out dead wrong. On the other hand, a human being with spatial reasoning ability pictures a chess board in their mind. They roll it into a cylinder and combine the ends until it forms a donut shape. Then, they notice that white chess pieces will always win since they move first, and the black King chess piece begins the game in check.
đKEY TAKEAWAY
This example demonstrates humansâ ability to perform bisociation, a form of creative thinking that requires taking two habitually incompatible frames of reference and finding some point or hinge between them. Humans can combine knowledge of chess and geometry to draw a novel inference about a hypothetical situation, but conversational chatbots canât. This cognitive limitation of AI models prevents the complete automation of knowledge work.
đFINAL NOTE
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