- to
relate m****, length, and time to each other. The
three independent dimensionful constants: c, ħ, and G, in the
fundamental equations of
physics must...
-
mechanism providing a
linkage between a
dimensionless parameter and a
dimensionful parameter Nuclear tran****ation, the
conversion of a
chemical element...
-
suggested that it is in
principle possible to
disentangle which of the
dimensionful constants (the
elementary charge, the
Planck constant, and the speed...
-
mechanism providing a
linkage between a
dimensionless parameter and a
dimensionful parameter. In
classical field theory, such as
gauge theory in four-dimensional...
-
expansion series are
finite (after renormalization). If the
coupling is
dimensionful, as e.g. in
gravity ( [ G N ] =
energy − 2 {\displaystyle [G_{N}]={\text{energy}}^{-2}}...
- Brans–****e
theory in 1960. This
theory is
arguably simpler, as it
contains no
dimensionful constants, and is
compatible with a
version of Mach's
principle and Dirac's...
- ^{b})-V(\Sigma ).} In more than two dimensions,
nonlinear σ
models contain a
dimensionful coupling constant and are thus not
perturbatively renormalizable. Nevertheless...
-
theoretical physics, the
Planck scale is the
highest energy scale and all
dimensionful parameters are
measured in
terms of the
Planck scale.
There is a great...
-
dimensionless constants, one ends up with a
theory with an
arbitrary dimensionful parameter. In a
paper with Alan Guth,
Erick Weinberg discussed the possibility...
- has two
coupling constants: a
dimensionless g {\displaystyle g} and a
dimensionful l p {\displaystyle \mathrm {l} _{p}}
which can be ****ociated with the...
