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Page "Fourier optics" ¶ 18
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Note and propagation
( Note that the propagation of the prion depends on the presence of normally folded protein in which the prion can induce misfolding ; animals which do not express the normal form of the prion protein cannot develop nor transmit the disease.
Note that due to the length of the bit-lines there is a fairly long propagation delay for the charge to be transferred back to the cell's capacitor.

Note and constant
Note that this expression is not well-defined for all time series or processes, because the variance may be zero ( for a constant process ) or infinite.
These polar unit vectors can be expressed in terms of Cartesian unit vectors in the x and y directions, denoted i and j respectively :< ref > Note: unlike the Cartesian unit vectors i and j, which are constant, in polar coordinates the direction of the unit vectors u < sub > r </ sub > and u < sub > θ </ sub > depend on θ, and so in general have non-zero time derivatives .</ ref >
Note that the constant of proportionality between the signal and conjugate beams can be greater than 1.
Note that the power injected by the torque depends only on the instantaneous angular speed – not on whether the angular speed increases, decreases, or remains constant while the torque is being applied ( this is equivalent to the linear case where the power injected by a force depends only on the instantaneous speed – not on the resulting acceleration, if any ).
Note that this definition is tied to the critical density of the present cosmological era: the critical density changes with cosmological time, but the energy density due to the cosmological constant remains unchanged throughout the history of the universe.
Note that the subproblems must be only slightly smaller ( typically taken to mean a constant additive factor ) than the larger problem ; when they are a multiplicative factor smaller the problem is no longer classified as dynamic programming.
Note that for this statement to be true, k must be a constant, or else the k can't be taken outside the limit in the line marked (*).
Note that to include a constant in the model above, one can choose to include the variable X < sub > K </ sub > all of whose observed values are unity: X < sub > iK </ sub > = 1 for all i.
Note in the second equation that if instead of planck masses the electron mass were used, the equation would no longer be unitary and instead equal a gravitational coupling constant, analogous to how the equation of the fine-structure constant operates with respect to the elementary charge and the Planck charge.
Note that this property holds only as long as other variables on which the intensive variable depends stay constant.
Note: In some cases, or can be used to represent the adiabatic lapse rate in order to avoid confusion with other terms symbolized by, such as the specific heat ratio or the psychrometric constant.
Note the conventions being used here are the metric signature of (− + + +) and the natural units where c = 1 ( although the gravitational constant G will be kept explicit, and M will denote the characteristic mass of the Schwarzschild geometry ).
Note also that while an anti de Sitter space would describe general relativity with a negative cosmological constant in five dimensions ( four for spacetime and one for the effect of the cosmological constant ), the idea is actually more general.
Note that this is a sphere in the sense that it is a collection of points at constant metric distance from the origin, but visually it is a hyperboloid, as in the image shown.
Note that the lift equation does not include terms for angle of attack — that is because the mathematical relationship between lift and angle of attack varies greatly between airfoils and is, therefore, not constant.
It is then a theorem that there are in fact infinitely many such lines through P. Note that this axiom still does not uniquely characterize the hyperbolic plane uniquely up to isometry ; there is an extra constant, the curvature K < 0, which must be specified.
w / MPL Since the wage rate is assumed constant marginal cost and marginal product of labor have an inverse relationship-if marginal cost is increasing ( decreasing ) the marginal product of labor is decreasing ( increasing ).< ref > Note also that AVC
Note: For a calorically ideal gas is a constant and for a thermally ideal gas is a function of temperature.
Note that if the probability density function is a function of various parameters, so too will be its normalizing constant.
:: Note: The subscripts outside the parenthesis indicate which variables are being held constant during differentiation.
Note the momentum distribution obtained by integrating over all x is constant.
( Note the similarity to the predation rate ; however, a different constant is used as the rate at which the predator population grows is not necessarily equal to the rate at which it consumes the prey ).

Note and k
( Note that K is the SI unit for temperature ( kelvin ) and should not be confused with k, the SI prefix for kilo.
: Note the difference in the style of the subscripts: k and p are abbreviations of the words kinetic and potential, whereas p ( italic ) is the symbol for the physical quantity pressure rather than an abbreviation of the word " pressure ".
Note: " km < sup > 2 </ sup >" means ( km )< sup > 2 </ sup >, square kilometre or kilometre squared and not k ( m < sup > 2 </ sup >), kilo – square metre.
Note that in many concrete contexts, one would refer to the object K as the " kernel ", rather than the morphism k.
Note that the result is a scalar ( an element of k ).
* Golia e il cavaliere mascherato / Goliath and the Masked Rider ( a. k. a. Hercules and the Masked Rider ) ( 1964 ) starring Alan Steel ( Note *-Goliath is referred to as " Hercules " in English-dubbed prints )
Note that for k =
where the new index k is taken to equal m. Note that the sign associated with this partion is (− 1 )< sup > s </ sup >, which by construction equals (− 1 )< sup > m </ sup > and (− 1 )< sup > k </ sup >.
Let k be a field and L and K be two extensions of k. The compositum, denoted KL is defined to be where the right-hand side denotes the extension generated by K and L. Note that this assumes some field containing both K and L. Either one starts in a situation where such a common over-field is easy to identify ( for example if K and L are both subfields of the complex numbers ); or one proves a result that allows one to place both K and L ( as isomorphic copies ) in some large enough field.
Note that not all points in general position are projectively equivalent, which is a much stronger condition ; for example, any k distinct points in the line are in general position, but projective transformations are only 3-transitive, with the invariant of 4 points being the cross ratio.
Note: In the course of the diachronic development of Dacian, a palatalisation of k and g appears to have occurred before front vowels according to the following process
Note that | τ ( χ )|= k < sup > 1 / 2 </ sup >.
Note: Every permutation over a set with k elements is a cyclic permutation of definition type 2 if and only if it is a cyclic permutation of definition type 1 with gcd ( k, offset )
Matheron, in this Note Géostatistique No 28, derives k *, his estimateur and a precursor to the kriged estimate or kriged estimator.
Note that H < sup > k </ sup > is a contravariant functor while H < sub > n − k </ sub > is covariant.
Note that here the index k can be any integer, even negative.
Note that H < sub > k </ sub >( X ; A, B ) ≅ H < sub > k </ sub >( X ∪( C ( A ∪ B )).

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