Murray Bookchin has put it this way " what of the syndicalist ideal of " collectivized " self-managed enterprises that are coordinated by like occupations on a national level and coordinated geographically by " collectives " on a local level ?... Here, the traditional socialist criticism of this syndicalist form of economic management is not without its point: the corporate or private capitalist, " worker-controlled " or not "” ironically, a technique in the repertoire of industrial management that is coming very much into vogue today as " workplace democracy " and " employee ownership " and constitutes no threat whatever to private property and capitalism ... In any case, " economic democracy " has not simply meant " workplace democracy " and " employee ownership.

Here the Duke of Bracciano died in November 1585, bequeathing all his personal property to his widow.

Here she continued developing the extensive garden and preparing the property for a transition to a public study center.

Here, the Harmonists built a new town in the wilderness, but in 1824 they decided to sell their property and return to Pennsylvania.

Here Saadia controverts the Mutakallamin, who considered the soul an " accident " arad ( compare Guide for the Perplexed i. 74 ), and employs the following one of their premises to justify his position: " Only a substance can be the substratum of an accident " ( that is, of a non-essential property of things ).

Here Saadia controverts the Mutakallamin, who considered the soul an " accident " arad ( compare Guide for the Perplexed i. 74 ), and employs the following one of their premises to justify his position: " Only a substance can be the substratum of an accident " ( that is, of a non-essential property of things ).

For example, suppose A steals from B, what B had previously bought in good faith from C, which C had earlier stolen from D, which had been an heirloom of D's family for generations, but had originally been stolen centuries earlier ( though this fact is now forgotten by all ) from E. Here A has the possession, B has an apparent right of possession ( as evidenced by the purchase ), D has the absolute right of possession ( being the best claim that can be proven ), and the heirs of E, if they knew it, have the right of property, which they cannot prove.

Here, at Exbury House, his father John's property, Mitford was born.

Here singular means that the sesquilinear form may fail to satisfy the non-degeneracy property of inner product.

Here F ( s ) denotes the Laplace transform of ƒ, and this property expresses that I < sup > α </ sup > is a Fourier multiplier.

Here, Dinky and Grandpa discover that Augustus forged the documents in order to become Henry's legal guardian, as well as to steal and redevelop the Biggs ' property.

Here his goods were seized by Mohammed Hassan Beg, and it was only after great privations that he reached the camp of Nadir Shah, under whose protection he recovered most ( 85 %) of his property.

Here Saadia contradicts the Motekallamin, who considered the soul an " accident " ( compare " Moreh ," i. 74 ), and employs the following one of their premises to justify his position: " Only a substance can be the substratum of an accident " ( that is, of a non-essential property of things ).

Here, too, mass is a key property in determining the gravitational influence of matter.

Here the duke died in November 1585, bequeathing to his widow all his personal property.

Here Gaius Marius abolished the old system of raising a citizen army based on property and replaced it with a professional army based on a period of service.

A groupoid is a set G with a unary operation and a partial function Here * is not a binary operation because it is not necessarily defined for all possible pairs of G-elements.

Here is a partial list.

Here ∂ is a rounded d called the partial derivative symbol.

Here occurs a partial break in the continuity of the chain.

Here is a partial list:

Here is a partial list of known recordings for Havergal Brian's symphonies ; many are out of print, others have never been released commercially ; some have been released in bootleg format or exist in BBC archives:

Here is a partial list of the past, present, and touring musicians:

Here is a partial list of the ethnic groups in Gabon, by province.

Here the chain rule has been applied, and the subscripts denote partial derivatives (, ).

Here he supervised the PhD of Andrew Wiles, and together they proved a partial case of the Birch and Swinnerton-Dyer conjecture for elliptic curves with complex multiplication.

Here is a partial list of those celebrities that attended:

Here is a partial list of his print series, with dates:

Here is a partial list of his print series, with dates:

Here is a partial list of songs sung:

Here is a partial list:

Here is a partial list of how the pysanky would be used:

Here we assume that the reader is familiar with partial differential equations.

Here is a partial list of ryūha which include what could be called battōjutsu in the broad sense of drawing and cutting from the saya, although some of them more often use the terms iaidō, iaijutsu, or battōdō.

Here there are good estimates for sums over shorter ranges than the whole set of residue classes, because, in geometric terms, the partial sums approximate a Cornu spiral ; this implies massive cancellation.

Here is a partial list of some of the more notable clubs in various areas of the US:

Here and represent the changes in and, respectively, while and are the partial derivatives of with respect to and

Here partial converse means that if M sums the series Σ, and some side-condition holds, then Σ was convergent in the first place ; without any side condition such a result would say that M only summed convergent series ( making it useless as a summation method for divergent series ).

Here the problem with the term partial half-life is evident: after 346 days almost all the nuclei will have decayed.

Here is a list of some of the most important vertebrate brain components, along with a brief description of their functions as currently understood:

Here, the coefficients of the configurations and the coefficients of the basis functions are optimized together.

In 3 dimensions, a differential 0-form is simply a function f ( x, y, z ); a differential 1-form is the following expression: a differential 2-form is the formal sum: and a differential 3-form is defined by a single term: ( Here the a-coefficients are real functions ; the " wedge products ", e. g. can be interpreted as some kind of oriented area elements,, etc.

Here, " Practice " connects " contradiction " with " class struggle " in the following way: Inside a mode of production, there are three realms where practice functions: economic production, scientific experimentation ( which also takes place in economic production and should not be radically disconnected from the former ) and finally, class struggle.

Here we assume ƒ ( x ), g ( x ) and h ( x ) are integrable functions, are Lebesgue-measurable on the real line, and satisfy:

Here C < sub > b </ sub >( X ) denotes the C *- algebra of all continuous bounded functions on X with sup-norm.

Here is a type synonym for points in the plane, and functions computing the distances between two points, and the area of a triangle with the given corners as per Heron's formula.

Here her ' cataloguing of regression, repression, reaction formation, isolation, undoing, projection, introjection, turning against the self, reversal and sublimation ' helped establish the importance of the ego functions and the concept of defense mechanisms, continuing the greater emphasis on the ego of her father — ' We should like to learn more about the ego ' — during his final decades.

Here we consider that of square-integrable functions defined on an interval of the real line, which is important, among others, for interpolation theory.

Here is Leibniz's argument: Let u ( x ) and v ( x ) be two differentiable functions of x.

Here we have used that the partition functions are constants with respect to taking averages and that the free energy is proportional to minus the logarithm of the partition function.

Here it changes the expression of a variety of genes, turning on several anabolic and androgenic functions.

Here the moderate functions on R < sup > n </ sup > are defined as

Here, the flux Jacobians A < sub > x </ sub >, A < sub > y </ sub > and A < sub > z </ sub > are still functions of the state vector m, so this form of the Euler equations is nonlinear, just like the original equations.

Here denotes the fitted values of the parameters in the model M < sub > 0 </ sub >, while denotes the fitted parameters for the " full model " ( or " saturated model "): both sets of fitted values are implicitly functions of the observations y.

Here the functions p ( x ) > 0, q ( x ), and w ( x ) > 0 are specified at the outset.

Here is the small parameter of the problem and are a sequence of functions of of increasing order, such as.

Here a function type is often denoted A → B, following mathematical convention, or B < sup > A </ sub >, based on the fact that there exist exactly B < sup > A </ sub > ( exponentially many ) set-theoretic functions mapping A to B.

Here the Hilbert space is L < sup > 2 </ sup >( R ), the space of square integrable functions on R, and the energy operator H is defined by ( assuming the units are chosen such that &# 8463 ; = m = ω = 1 )

Here, denotes the set of bounded analytic functions, whenever U is an open subset of the complex plane.

The character of a linear representation of G over a field K is always a class function with values in K. The class functions form the center of the group ring K. Here a class function f is identified with the element.

Here are some examples of beta functions computed in perturbation theory:

Here denotes the ring of holomorphic functions on.