Koch Quotes
Quotes tagged as "koch"
Showing 1-8 of 8
“I am afraid that those comments go back to the late 80's. At that time I was a skeptic — the argument based on Koch's postulates to try to distinguish between cause and association. … Today I would regard the success of the many antiviral agents which lower the virus titers (to be expected) and also resolve the failure of the immune system (only expected if the virus is the cause of the failure) as a reasonable proof of the causation argument.”
―
―
“Nee, het rampzalige was wanneer ze je begonnen te vragen 'wat je nou eigenlijk wilde in dit leven?', terwijl ze zelf toch het beste voorbeeld gaven van hoe je het in elk geval niet aan moest pakken.”
― Red ons, Maria Montanelli
― Red ons, Maria Montanelli
“Er was gewoon geen bewegingsruimte om helemaal niets te willen, dan begonnen ze meteen weer over je negatieve houding door te zagen, terwijl ik vind dat dat een van de steunpilaren van de vrijheid is, om het zo maar eens te zeggen, dat je nou eens een keer niet wilt kiezen tussen al die mogelijkheden die de wereld al voordat je geboren werd voor je heeft uitgedokterd en waar je zelf helemaal nooit om hebt gevraagd.”
― Red ons, Maria Montanelli
― Red ons, Maria Montanelli
“Today the big lie of the Koch-sponsored radical right is that society can be split between makers and takers, justifying on the part of the makers a Manichaean struggle to disarm and defeat those who would take from them.”
― Democracy in Chains: The Deep History of the Radical Right's Stealth Plan for America
― Democracy in Chains: The Deep History of the Radical Right's Stealth Plan for America
“This brings me to an objection to integrated information theory by the quantum physicist Scott Aaronson. His argument has given rise to an instructive online debate that accentuates the counterintuitive nature of some IIT's predictions.
Aaronson estimates phi.max for networks called expander graphs, characterized by being both sparsely yet widely connected. Their integrated information will grow indefinitely as the number of elements in these reticulated lattices increases. This is true even of a regular grid of XOR logic gates. IIT predicts that such a structure will have high phi.max. This implies that two-dimensional arrays of logic gates, easy enough to build using silicon circuit technology, have intrinsic causal powers and will feel like something. This is baffling and defies commonsense intuition. Aaronson therefor concludes that any theory with such a bizarre conclusion must be wrong.
Tononi counters with a three-pronged argument that doubles down and strengthens the theory's claim. Consider a blank featureless wall. From the extrinsic perspective, it is easily described as empty. Yet the intrinsic point of view of an observer perceiving the wall seethes with an immense number of relations. It has many, many locations and neighbourhood regions surrounding these. These are positioned relative to other points and regions - to the left or right, above or below. Some regions are nearby, while others are far away. There are triangular interactions, and so on. All such relations are immediately present: they do not have to be inferred. Collectively, they constitute an opulent experience, whether it is seen space, heard space, or felt space. All share s similar phenomenology. The extrinsic poverty of empty space hides vast intrinsic wealth. This abundance must be supported by a physical mechanism that determines this phenomenology through its intrinsic causal powers.
Enter the grid, such a network of million integrate-or-fire or logic units arrayed on a 1,000 by 1,000 lattice, somewhat comparable to the output of an eye. Each grid elements specifies which of its neighbours were likely ON in the immediate past and which ones will be ON in the immediate future. Collectively, that's one million first-order distinctions. But this is just the beginning, as any two nearby elements sharing inputs and outputs can specify a second-order distinction if their joint cause-effect repertoire cannot be reduced to that of the individual elements. In essence, such a second-order distinction links the probability of past and future states of the element's neighbours. By contrast, no second-order distinction is specified by elements without shared inputs and outputs, since their joint cause-effect repertoire is reducible to that of the individual elements. Potentially, there are a million times a million second-order distinctions. Similarly, subsets of three elements, as long as they share input and output, will specify third-order distinctions linking more of their neighbours together. And on and on.
This quickly balloons to staggering numbers of irreducibly higher-order distinctions. The maximally irreducible cause-effect structure associated with such a grid is not so much representing space (for to whom is space presented again, for that is the meaning of re-presentation?) as creating experienced space from an intrinsic perspective.”
― The Feeling of Life Itself: Why Consciousness Is Widespread but Can't Be Computed
Aaronson estimates phi.max for networks called expander graphs, characterized by being both sparsely yet widely connected. Their integrated information will grow indefinitely as the number of elements in these reticulated lattices increases. This is true even of a regular grid of XOR logic gates. IIT predicts that such a structure will have high phi.max. This implies that two-dimensional arrays of logic gates, easy enough to build using silicon circuit technology, have intrinsic causal powers and will feel like something. This is baffling and defies commonsense intuition. Aaronson therefor concludes that any theory with such a bizarre conclusion must be wrong.
Tononi counters with a three-pronged argument that doubles down and strengthens the theory's claim. Consider a blank featureless wall. From the extrinsic perspective, it is easily described as empty. Yet the intrinsic point of view of an observer perceiving the wall seethes with an immense number of relations. It has many, many locations and neighbourhood regions surrounding these. These are positioned relative to other points and regions - to the left or right, above or below. Some regions are nearby, while others are far away. There are triangular interactions, and so on. All such relations are immediately present: they do not have to be inferred. Collectively, they constitute an opulent experience, whether it is seen space, heard space, or felt space. All share s similar phenomenology. The extrinsic poverty of empty space hides vast intrinsic wealth. This abundance must be supported by a physical mechanism that determines this phenomenology through its intrinsic causal powers.
Enter the grid, such a network of million integrate-or-fire or logic units arrayed on a 1,000 by 1,000 lattice, somewhat comparable to the output of an eye. Each grid elements specifies which of its neighbours were likely ON in the immediate past and which ones will be ON in the immediate future. Collectively, that's one million first-order distinctions. But this is just the beginning, as any two nearby elements sharing inputs and outputs can specify a second-order distinction if their joint cause-effect repertoire cannot be reduced to that of the individual elements. In essence, such a second-order distinction links the probability of past and future states of the element's neighbours. By contrast, no second-order distinction is specified by elements without shared inputs and outputs, since their joint cause-effect repertoire is reducible to that of the individual elements. Potentially, there are a million times a million second-order distinctions. Similarly, subsets of three elements, as long as they share input and output, will specify third-order distinctions linking more of their neighbours together. And on and on.
This quickly balloons to staggering numbers of irreducibly higher-order distinctions. The maximally irreducible cause-effect structure associated with such a grid is not so much representing space (for to whom is space presented again, for that is the meaning of re-presentation?) as creating experienced space from an intrinsic perspective.”
― The Feeling of Life Itself: Why Consciousness Is Widespread but Can't Be Computed
“Finally, Tononi argues that the neural correlate of consciousness in the human brain resembles a grid-like structure. One of the most robust findings in neuroscience is how visual, auditory, and touch perceptual spaces map in a topographic manner onto visual, auditory, and somatosensory cortices. Most excitatory pyramidal cells and inhibitory interneurons have local axons strongly connected to their immediate neighbours, with the connections probability decreasing with distance. Topographically organized cortical tissue, whether it develops naturally inside the skull or is engineered out of stem cells and grown in dishes, will have high intrinsic causal power. This tissue will feel like something, even if our intuition revels at the thought that cortical carpets, disconnected from all their inputs and outputs, can experience anything. But this is precisely what happens to each one of us when we close our eyes, go to sleep, and dream. We create a world that feels as real as the awake one, while devoid of sensory input and unable to move.
Cerebral organoids or grid-like substances will not be conscious of love or hate, but of space.; of up, down, close by and far away and other spatial phenomenology distinctions. But unless provided with sophisticated motor outputs, they will be unable to do anything.”
― The Feeling of Life Itself: Why Consciousness Is Widespread but Can't Be Computed
Cerebral organoids or grid-like substances will not be conscious of love or hate, but of space.; of up, down, close by and far away and other spatial phenomenology distinctions. But unless provided with sophisticated motor outputs, they will be unable to do anything.”
― The Feeling of Life Itself: Why Consciousness Is Widespread but Can't Be Computed
“Wenn Sie schon Blut, Schweiß und Tränen in den Rest des Menüs investiert haben, dann holen Sie einen leckeren Kuchen aus der Konditorei.”
― Einfach genießen. Kochen Schritt für Schritt
― Einfach genießen. Kochen Schritt für Schritt
“Det var elskverdige og flinke Mennesker, de
bedste af dem, der syslede meget net og praktisk
med forskellige Ting. Men der var ikke een, der
havde en Idé, hvor han stillede sig op og prøvede
at rokke Jorden, ja der var vel ikke een, der følte
Savnet af en saadan Idé.”
― Lykkenid
bedste af dem, der syslede meget net og praktisk
med forskellige Ting. Men der var ikke een, der
havde en Idé, hvor han stillede sig op og prøvede
at rokke Jorden, ja der var vel ikke een, der følte
Savnet af en saadan Idé.”
― Lykkenid
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