One effect of the spirited give-and-take of these discussions was to focus attention on practical applications and the necessity of being armed with the facts: knowledge of the destructive force of even the tiniest `` tactical '' atomic weapon would have a bearing on judgments as to the advisability of its use -- to defend Berlin, for example ; ;

One consequence is the occurrence of occasional conflicts because private owners of some inholdings object to public programs of use on neighboring National Forest or other Federal land, or because such ownerships are developed for uses that are not compatible with use for the public of neighboring National Forest land.

One might use such findings to indicate the strength of informal primary associations in the factory, an interpretation which would run counter to Fromm's theory of alienation.

One such instance has already been presented: his use of alienation.

One of the most desirable solutions is achieved by the use of a non-linear amplifier for Af.

One can even argue -- though this is a delicate matter -- that every justification existed for their returning the Public Lecture to the First Church, and so to suppress it, rather than let Parker use it as a sounding board for his propaganda when his turn should come to occupy it.

One patriarch is supposed to have relegated sacred scriptures for use in an outhouse.

One could hardly blame Newbold Morris, the Parks Commissioner, for devoting so much grateful mention to the department's technicians who at short notice provided the stage with its rising platforms, its balcony, its generous wings and even its impressive trapdoors for the use of the villains.

One motivation for this use is that a number of generally accepted mathematical results, such as Tychonoff's theorem, require the axiom of choice for their proofs.

One variation avoids the use of choice functions by, in effect, replacing each choice function with its range.

One argument given in favor of using the axiom of choice is that it is convenient to use it because it allows one to prove some simplifying propositions that otherwise could not be proved.

One of the other main reasons why French critics called it ' American Shot ' was its frequent use in westerns.

One method of building a mooring is to use three or more conventional anchors laid out with short lengths of chain attached to a swivel, so no matter which direction the vessel moves one or more anchors will be aligned to resist the force.

One of the primary characteristics of this technique is the use of a swivel as follows: the first anchor is set normally, and the vessel drops back to the limit of anchor cable.

One such example is the common use of western broccoli ( xīlán, 西蘭 ) instead of Chinese broccoli ( jie lan, 芥蘭 jièlán ) in American Chinese cuisine.

One century later, their use of the symbols which became 2, 7 and 9 was recorded, but Brahmi numerals lacked a symbol for 0.

One concern with this therapeutic strategy is the use of genetically engineered viruses, which limits certain aspects of phage therapy.

One of the novel aspects of the RT design was the use of a microkernel, called Virtual Resource Manager ( VRM ).

One can correctly use " the car " as the subject of a sentence also: " The car is parked here.

One of the most studied applications has been the use of mistletoe extracts in cancer therapy.

One paper has found that alcohol use at an early age may influence the expression of genes which increase the risk of alcohol dependence.

One way to use the savings is to purchase larger lots, which permits more amenities at the same cost.

One possible use of the air station would be an alternate or partnered site with San Francisco for 34th America's Cup.

NATO pilots use the brevity code Fox One in radio communication to signal launch of a Semi-Active Radar Homing Missile such as the Sparrow.

One interpretation of the Cauchy – Riemann equations does not involve complex variables directly.

One of the most well-known equations describes Pythagoras ' law relating the length of the sides of a right angle triangle:

One of the simplest equations of state for this purpose is the ideal gas law, which is roughly accurate for weakly polar gases at low pressures and moderate temperatures.

One useful application of calculating the rank of a matrix is the computation of the number of solutions of a system of linear equations.

One of the most important equations in Statistical mechanics ( analogous to in mechanics, or the Schroedinger equation in quantum mechanics ) is the definition of the partition function, which is essentially a weighted sum of all possible states available to a system.

One good example is classical electromagnetism, which encompasses results derived from gauge symmetry ( sometimes called gauge invariance ) in a form of a few equations called Maxwell's equations.

One of the characteristics of Metafont is that all of the shapes of the glyphs are defined with geometrical equations.

One then evolves the quadrature points in time according to the Bohm equations of motion.

It was concluded that magnetic monopoles did not exist: One of Maxwell's equations, now called Gauss's law for magnetism, is the mathematical statement that there are no magnetic monopoles.

In later years McMasters has backed away from this origin, suggesting that there could be multiple sources, and that the earliest he has found was a reference in the 1934 French book ; they had applied the equations of air resistance to insects and found that their flight was impossible, but that " One shouldn't be surprised that the results of the calculations don't square with reality ".

One of the two equations is redundant and can be discarded.

One might naively expect that for angles leading to total internal reflection, the solution would consist of an incident wave and a reflected wave, with no transmitted wave at all, but there is no such solution that obeys Maxwell's equations.

One of the most important aspects of functions of bounded variation is that they form an algebra of discontinuous functions whose first derivative exists almost everywhere: due to this fact, they can and frequently are used to define generalized solutions of nonlinear problems involving functionals, ordinary and partial differential equations in mathematics, physics and engineering.

One way of solving the field equations is to make an approximation, namely, that far from the source ( s ) of gravitating matter, the gravitational field is very weak and the spacetime approximates that of Minkowski space.

Two types of constitutive equations are given below: One type results from using empirical relationships and includes Newtonian fluids, the Bingham fluid model and the power-law fluid model.

One could build a so-called white-box model based on first principles, e. g. a model for a physical process from the Newton equations, but in many cases such models will be overly complex and possibly even impossible to obtain in reasonable time due to the complex nature of many systems and processes.

One example of a sketch defined by parametric equations is the butterfly curve ( transcendental ) | butterfly curve.

One of the equations, the Cockcroft and Gault equation ( see below ) does not correct for race, and it is known that African Americans, for example, both men and women, have a higher amount of muscle mass than Caucasians ; hence, African Americans will have a higher serum creatinine level at any level of creatinine clearance.

One may then expect to differentiate under the integral in order to verify that the Cauchy – Riemann equations hold, and thus that ƒ defines an analytic function.

One of the reasons for the importance of the matrix exponential is that it can be used to solve systems of linear ordinary differential equations.

One needs to modify the double duality of the curvature via scale breaking terms, in order to retain Einstein's equations with an induced cosmological constant of partially topological origin as the unique macroscopic ` background '.

where is a conformable identity matrix One may then solve for by inverting or solving the linear equations.

One suggested by Kerner and Isidori and Krener and Respondek can be applied in a situation when there exists a linearizing transformation ( i. e., a diffeomorphism, like the one used in feedback linearization ) such that in new variables the system equations read