Why Philosophers Should Care About - Philsci
... [for some constant K independent of n], this would have consequences of the greatest magnitude. That is to say, it would clearly indicate that, despite the unsolvability of the Entscheidungsproblem, the mental effort of the mathematician in the case of yesor-no questions could be completely [added i ...
... [for some constant K independent of n], this would have consequences of the greatest magnitude. That is to say, it would clearly indicate that, despite the unsolvability of the Entscheidungsproblem, the mental effort of the mathematician in the case of yesor-no questions could be completely [added i ...
Educative Uncertainty: Heisenberg, Zizek and Hegel (1)
... However, this unknowability is protected from contingency by Kant through presuppositions that become the target of Hegel’s critique of Kant. In the Phenomenology of Spirit Hegel offers a very simple rejoinder here. Implicit in Kant is the presupposition that the thought of pure reason is the error ...
... However, this unknowability is protected from contingency by Kant through presuppositions that become the target of Hegel’s critique of Kant. In the Phenomenology of Spirit Hegel offers a very simple rejoinder here. Implicit in Kant is the presupposition that the thought of pure reason is the error ...
Highly doubly excited S states of the helium atom
... The actual computation of the eigenvalues of (8) is performed in two steps. In a first step a certain number of eigenvalues is calculated around a (complex) energy by using a fast Lanczos algorithm (Delande er a1 1991). In this way we get a number of candidates with one program call. The eigenvalues ...
... The actual computation of the eigenvalues of (8) is performed in two steps. In a first step a certain number of eigenvalues is calculated around a (complex) energy by using a fast Lanczos algorithm (Delande er a1 1991). In this way we get a number of candidates with one program call. The eigenvalues ...
How to create a universe - Philsci
... 8. Specify cosmological parameters corresponding to the initial conditions for the universe. This list is based upon the understanding gleaned from general relativistic cosmology and the standard model of particle physics, the latter being an application of quantum field theory. Both these theories ...
... 8. Specify cosmological parameters corresponding to the initial conditions for the universe. This list is based upon the understanding gleaned from general relativistic cosmology and the standard model of particle physics, the latter being an application of quantum field theory. Both these theories ...
Composing Quantum Protocols in a Classical Environment
... This notation extends naturally to states that depend on several classical random variables X, Y etc., defining the density matrices ρXY E , ρXY E|E , ρY E|X=x etc. We tend to slightly abuse notation and write ρxY E = ρXE|X=x and ρxY E|E = ρY E|X=x,E , as well as ρxE = trY (ρxY E ) and ρxE|E = trY (ρ ...
... This notation extends naturally to states that depend on several classical random variables X, Y etc., defining the density matrices ρXY E , ρXY E|E , ρY E|X=x etc. We tend to slightly abuse notation and write ρxY E = ρXE|X=x and ρxY E|E = ρY E|X=x,E , as well as ρxE = trY (ρxY E ) and ρxE|E = trY (ρ ...
21st July 2004
... Black hole formation and evaporation, can be thought of as a scattering process. One sends in particles and radiation from infinity, and measures what comes back out to infinity. All measurements are made at infinity, where fields are weak, and one never probes the strong field region in the middle. ...
... Black hole formation and evaporation, can be thought of as a scattering process. One sends in particles and radiation from infinity, and measures what comes back out to infinity. All measurements are made at infinity, where fields are weak, and one never probes the strong field region in the middle. ...
Naturalness via scale invariance and non-trivial UV fixed points in a 4d O(N) scalar field model in the large-N limit
... Many discussions of 4d quantum field theory begin with massive λφ4 theory. However, this model most likely does not have a non-trivial continuum limit [3, 4, 5, 6]. Our first motivation is to answer the question: ‘Can one construct a non-trivial 4d scalar field theory?’ Our second motivation comes f ...
... Many discussions of 4d quantum field theory begin with massive λφ4 theory. However, this model most likely does not have a non-trivial continuum limit [3, 4, 5, 6]. Our first motivation is to answer the question: ‘Can one construct a non-trivial 4d scalar field theory?’ Our second motivation comes f ...
L5 QM wave equation
... But before we continue, we note that Schrödinger’s idea of a “matter wave” for electrons turned out to be totally unworkable. Just think about the electric charge of an electron: if an electron is really a matter wave, then we should be able to find bits of its charge in different places. No such bi ...
... But before we continue, we note that Schrödinger’s idea of a “matter wave” for electrons turned out to be totally unworkable. Just think about the electric charge of an electron: if an electron is really a matter wave, then we should be able to find bits of its charge in different places. No such bi ...
Physics 3 for Electrical Engineering
... But before we continue, we note that Schrödinger’s idea of a “matter wave” for electrons turned out to be totally unworkable. Just think about the electric charge of an electron: if an electron is really a matter wave, then we should be able to find bits of its charge in different places. No such bi ...
... But before we continue, we note that Schrödinger’s idea of a “matter wave” for electrons turned out to be totally unworkable. Just think about the electric charge of an electron: if an electron is really a matter wave, then we should be able to find bits of its charge in different places. No such bi ...
pdf
... has explored the models employed by students in describing quantum phenomena, but have been generally confined to highly specific contexts, [11, 12] and framed more in terms of student sophistication with scientific modeling than student understanding of the interpretative aspects of quantum mechani ...
... has explored the models employed by students in describing quantum phenomena, but have been generally confined to highly specific contexts, [11, 12] and framed more in terms of student sophistication with scientific modeling than student understanding of the interpretative aspects of quantum mechani ...
File
... The bulging out of the field lines between the charges indicates the repulsion between the charges The low field lines between the charges indicates a weak field in this region ...
... The bulging out of the field lines between the charges indicates the repulsion between the charges The low field lines between the charges indicates a weak field in this region ...
Limits of fractality: Zeno boxes and relativistic particles
... space. Specifically, let a particle be confined to a box, B, in which its dynamics are free but for which its wave function, ψ, has Dirichlet boundary conditions on the walls. Let ψ initially be constant in B. Then as a function of time the graph of ψ (e.g., of Re ψ) at a fixed point has dimension 7 ...
... space. Specifically, let a particle be confined to a box, B, in which its dynamics are free but for which its wave function, ψ, has Dirichlet boundary conditions on the walls. Let ψ initially be constant in B. Then as a function of time the graph of ψ (e.g., of Re ψ) at a fixed point has dimension 7 ...
