Pages that link to "Item:Q5438843"
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The following pages link to Experimental computation of real numbers by Newtonian machines (Q5438843):
Displaying 21 items.
- Physical oracles: the Turing machine and the Wheatstone bridge (Q609645) (← links)
- Can Newtonian systems, bounded in space, time, mass and energy compute all functions? (Q870250) (← links)
- Computations via Newtonian and relativistic kinematic systems (Q1036523) (← links)
- Emergence as a computability-theoretic phenomenon (Q1036528) (← links)
- Physically-relativized Church-Turing hypotheses: physical foundations of computing and complexity theory of computational physics (Q1036536) (← links)
- Some surprising instabilities in idealized dynamical systems (Q2055917) (← links)
- Embedding infinitely parallel computation in Newtonian kinematics (Q2497873) (← links)
- The physical Church thesis as an explanation of the Galileo thesis (Q2629933) (← links)
- Machines that perform measurements (Q2672643) (← links)
- The impact of models of a physical oracle on computational power (Q2919942) (← links)
- Limits to measurement in experiments governed by algorithms (Q3061157) (← links)
- On the Complexity of Measurement in Classical Physics (Q3502630) (← links)
- Programming Experimental Procedures for Newtonian Kinematic Machines (Q3507418) (← links)
- Oracles and Advice as Measurements (Q3543332) (← links)
- Computational complexity with experiments as oracles. II. Upper bounds (Q3561915) (← links)
- Computations with oracles that measure vanishing quantities (Q4593234) (← links)
- THE PHYSICAL CHURCH-TURING THESIS AND THE PRINCIPLES OF QUANTUM THEORY (Q4902897) (← links)
- A Survey on Analog Models of Computation (Q5024572) (← links)
- THREE FORMS OF PHYSICAL MEASUREMENT AND THEIR COMPUTABILITY (Q5176163) (← links)
- Computational complexity with experiments as oracles (Q5505107) (← links)
- The Elliptic Integral Machine: A Collision-based Model of Computation (Q6078863) (← links)
