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Every and almost
Every home game since May 15, 2003 has been sold out — a MLB record that has spanned almost nine years.
" More immediately, though, he called for a massive build-up of U. S. arms production: " Every realist knows that the democratic way of life is at this moment being ' directly assailed in every part of the world … The need of the moment is that our actions and our policy should be devoted primarily — almost exclusively — to meeting this foreign peril.
Every galaxy of sufficient mass in the Local Group has an associated group of globular clusters, and almost every large galaxy surveyed has been found to possess a system of globular clusters.
Every law, every letter, every syllable of inflection in the different languages was illustrated by an almost exhaustive mass of material, and it has served as a model for all succeeding investigators.
The work is much more accessible than Sana ’ i ’ s for instance ; " Every line of the Rubaiyat has more meaning than almost anything you could read in Sufi literature ".
Every major commercial transport and almost every military jet built in the United States over the last 40 years has been tested in this facility.
The argument over the quality of Fitzgerald ’ s translation of the Rubaiyat has, according to Dougan, diverted attention from a fuller understanding of the deeply esoteric message contained in Omar ’ s actual material – " Every line of the Rubaiyat has more meaning than almost anything you could read in Sufi literature ".
Every winter residents prepare for the rain and storms, which almost every year flood the dairy fields and downtown.
Every unique cultivar has a unique name within its denomination class ( which is almost always the genus ).
Every year for 11 days the town's population almost doubles, as over 50, 000 people flock to the region for a feast of arts, crafts and sheer entertainment.
Every year almost all Bronx Science graduates go on to four-year colleges ; many attend Ivy League and other prestigious schools.
Every years, almost in May, election for a new leaders is to be held that incumbents can be re-elect.
Every Hermitian manifold is a complex manifold which comes naturally equipped with a Hermitian form and an integrable, almost complex structure.
Every year, almost 13, 000 students pass through Fota ’ s education centre.
Every complex manifold is itself an almost complex manifold.
Every hour or so, a 10 – 20 minute ' word war ' is held in which the entire room falls almost completely silent with concentration, save for the sound of keystrokes.
Every hyperkähler manifold M has a 2-sphere of complex structures ( i. e. integrable almost complex structures ) with respect to which the metric is Kähler.
Every few years, river flows are such that flood water almost reaches the Bandstand.
Every such disruption would have started a collisional cascade that quickly ground almost all large bodies into much smaller particles, including dust.
Every fifth question is a true or false question, and question 100 takes the form of a ludicrous fact which is almost always true.
Every year during the harvest, a group of bandits come and steal away almost all of the rice that had been harvested that year.
Every person in the region needed a permit allowing them to be there, and registration at a command post that monitored the population, which made indefinite residence in the area almost impossible to establish.
Every time any one of these disagreeable incidents came into my mind, my heart sank, and I was anew tortured by the thought of what I had endured, almost as much as the incident itself.
To the contrary, " the number of media options is so overwhelming that there almost needs to be a default standard-bearer .... Every morning, the Times front page comes closer than any other single source of information to determining what will count as major news for the next twenty-four hours.
Every local rite, almost every diocese, had such books ; indeed many were compilations for the convenience of one priest or church.

Every and Hermitian
Every physical quantity has a Hermitian linear operator associated to it, and the states where the value of this physical quantity is definite are the eigenstates of this linear operator.
Every real symmetric matrix is Hermitian, and therefore all its eigenvalues are real.
Every Hermitian matrix is a normal matrix, and the finite-dimensional spectral theorem applies.
Every sesquilinear form can be written as a sum of a Hermitian form and a skew-Hermitian form.
Every ( almost ) complex manifold admits a Hermitian metric.

Every and manifold
* Every Lie group is parallelizable, and hence an orientable manifold ( there is a bundle isomorphism between its tangent bundle and the product of itself with the tangent space at the identity )
Every smooth manifold defined in this way has a natural diffeology, for which the plots correspond to the smooth maps from open subsets of R < sup > n </ sup > to the manifold.
Every Riemann surface is a two-dimensional real analytic manifold ( i. e., a surface ), but it contains more structure ( specifically a complex structure ) which is needed for the unambiguous definition of holomorphic functions.
Every smooth function G over the symplectic manifold generates a one-parameter family of symplectomorphisms and if
Every Kähler manifold is also a symplectic manifold.
* Every Lie algebra is a Lie algebroid over the one point manifold.
* Every bundle of Lie algebras over a smooth manifold defines a Lie algebroid where the Lie bracket is defined pointwise and the anchor map is equal to zero.
Every closed manifold is the boundary of the non-compact manifold.
Every closed manifold is such that, so for every.
( Every Calabi – Yau manifold in 4 ( real ) dimensions is a hyperkähler manifold, because SU ( 2 ) is isomorphic to Sp ( 1 ).
Every compact manifold is its own soul.
* The embedding theorem for Stein manifolds states the following: Every Stein manifold of complex dimension can be embedded into by a biholomorphic proper map.
* Every Stein manifold is holomorphically spreadable, i. e. for every point, there are holomorphic functions defined on all of which form a local coordinate system when restricted to some open neighborhood of.
Every compact smooth manifold of dimension 2n, which has only handles of index ≤ n, has a Stein structure provided n > 2, and when n = 2 the same holds provided the 2-handles are attached with certain framings ( framing less than the Thurston-Bennequin framing ).
Every complete, connected, simply-connected manifold of constant negative curvature − 1 is isometric to the real hyperbolic space H < sup > n </ sup >.
Every manifold has an underlying topological manifold, obtained simply by forgetting the additional structure.

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