In literature:
But they go a step farther and include all Asiatics in the same category.
"Mr. Isaacs" by F. Marion Crawford
Later, tinners and miners were added to the last category.
"Our Legal Heritage, 5th Ed." by S. A. Reilly
However, even M. Brieux cannot get on without category number one, whilst he puts as much of category number three in his work as he can.
"Our Stage and Its Critics" by "E.F.S." of "The Westminster Gazette"
There are many in Europe in this category.
"The Art of War" by Baron Henri de Jomini
It reveals subsidiary principles, and is, at the same time, a witness for the unity of the categories of science.
"Browning as a Philosophical and Religious Teacher" by Henry Jones
Continence is not properly in the category of moral virtues.
"The Worlds Greatest Books, Volume XIII." by Various
Benign stars, whose apparition renders the gourmands of every category sparkling, radiant, and quivering!
"Library Of The World's Best Literature, Ancient And Modern, Vol 6" by Various
Many of the works already treated here fall under this category.
"Chapters on Jewish Literature" by Israel Abrahams
They simply didn't come into the same category.
"The Lamp in the Desert" by Ethel M. Dell
Before the law he was still 'a brigand of the first category.
"The Liberation of Italy" by Countess Evelyn Martinengo-Cesaresco
Then, is power not to be reckoned in the category of good?
"The Consolation of Philosophy" by Boethius
Infallibility, a notion of Hellenic origin, is in its essence a rationalistic category.
"Tragic Sense Of Life" by Miguel de Unamuno
Either Category Military, or Category Religion and I sure as Zen don't know nothing about religion.
"Mercenary" by Dallas McCord Reynolds
To this category belong communion and prayer, with all their varieties of expression.
"The Approach to Philosophy" by Ralph Barton Perry
But you cannot express the psychological fact in terms of chemistry because it belongs to quite another category.
"Theism or Atheism" by Chapman Cohen
So is it, prior to experience, with the categories into which our experience comes to be inserted.
"Creative Evolution" by Henri Bergson
The principal categories of Ethics in the domain of morality are the ideas of Duty, Virtue, and Conscience.
"Pedagogics as a System" by Karl Rosenkranz
That's why real rising has been restricted to Category Military and Category Religion.
"Frigid Fracas" by Dallas McCord Reynolds
The specimens obtained in August and November were placed in five categories according to age (as judged by wear on the teeth).
"Mammals of Mesa Verde National Park, Colorado" by Sydney Anderson
In deference to tradition a place must be found in every logical treatise for Aristotle's Categories.
"Logic, Inductive and Deductive" by William Minto
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In poetry:
Sufficiently provided, you may now
Go forth to the forests and the shady streets
To see how the chaos of experience
Answers to catalogue and category.
"Learning the Trees" by Howard Nemerov
In news:
Val Stansfield, a category manager at Rite Aid Corp. Has received the 2012 Confectionery Leadership Award from the National Confectioners Association (NCA).
Rite Aid Category Manager Val Stansfield received the 2012 Confectionery Leadership Award from the National Confectioners Association (NCA), one of the oldest, most respected confection associations in the world.
Today, there are three conventional loan categories FHA also has expanded loan limits that are set to expire as well, however, I will address those at another time.
Palm Beach County elections supervisor Susan Bucher says she doesn't think voters will be confused by some absentee ballots that were printed without headers in the judicial retention categories.
Triston won Supreme King in his category.
Seven categories were taken into consideration when ranking the most stuffed-up cities: pollen count, molds and spores.
ACCOUNT activity has been accelerating in the last week across many consumer product categories.
Delinquencies are down in all 11 categories of consumer lending tracked by the American Bankers Association, said the Los Angeles Times.
But though this vine does indeed add a singularly Old Florida Victorian feel to home landscapes, bear in mind that it's also a Category II invasive species, according to the Exotic Pest Plant Council.
The cordials category used to be defined by an after-dinner snifter of Cognac or a glass of Kahlua on the rocks.
If you do fall into this category, we've got the solution for you in Randy to the Rescue.
Daily aww, puppy Category: Photos.
There are two main categories of retinopathy: non-proliferative (non-pro-LIFF-er-uh-tiv) and proliferative.
Hey, remember the old days when marketers and business analysts tracked the gradual evolution of product categories through their product life cycles.
A Big Awards gold winner in the Direct category.
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In science:
A neutral braided Tannakian quadratic category is a quadratic category (C, o, •, !) such that there exists an exact faithful L-linear functor F : C −→ P , where P is the category of quadratic algebras.
Quadratic categories, Koszul resolutions and operads
The category of motives F0 : VL → NL is an initial ob jects in the category of cohomological functors, that is for every cohomological functor F : V → C , there exists a functor of abelian categories FC : NL → C such that F = FC ◦ F0 .
Quadratic categories, Koszul resolutions and operads
We deﬁne the category of quadratic motives to be the category of L-quadratic algebras this is an abelian category.
Quadratic categories, Koszul resolutions and operads
Our WProj-construction for strongly compact closed categories coincides with Selinger’s canonical embedding of a strongly compact closed category C in its category of completely positive maps CPM(C).
De-linearizing Linearity: Projective Quantum Axiomatics from Strong Compact Closure
I ∗ ⊗ d )∗ ⊗ c (cid:1)∗ (cid:0)( I ∗ ⊗ d )∗ ⊗ c (cid:1)∗ The category of A-nets (A-linkings modulo Trimble rewiring, as before) is the free star-autonomous category generated by the category A.
Simple free star-autonomous categories and full coherence
Equivalence classes yield the free linearly distributive category and free star-autonomous category (linearly distributive category with negation) generated by a polygraph (e.g., by a category), for full coherence.
Simple free star-autonomous categories and full coherence
This section proves the Freeness Theorem, Theorem 3 on page 13: For any category A, the category NA of A-nets is the free star-autonomous category generated by A.
Simple free star-autonomous categories and full coherence
We are now ready to prove the Freeness Theorem (Theorem 3, page 13): for any category A, the category NA of A-nets is the free star-autonomous category generated by A.
Simple free star-autonomous categories and full coherence
By the equivalence between symmetric linearly distributive categories with negation and star-autonomous categories in [CS97], CircNetA is the free star-autonomous category generated by A, as a corollary of Theorem 5.1 of [BCST96].
Simple free star-autonomous categories and full coherence
It is obvious that AMH ∗ coincides with the category of left A-modules within the monoidal category HM, and similarly MH ∗ D coincides with the category of right D-modules within HM.
Generalized diagonal crossed products and smash products for quasi-Hopf algebras. Applications
We recover the notion of a tensor category as the particular case of a 2-category with only one ob ject, where we can regard 1-arrows as the ob jects of the tensor category and 2-arrows as the arrows in the tensor category.
2-C*-categories with non-simple units
As a last step in the sequence of propositions dealing with the relationship between Q -systems and 2-categories, we quote the following, which shows that starting from a Q -system one can extend the ∗ operation and, when starting with a Q -system in a tensor C ∗ -category, actually recover a 2 − C ∗− category.
2-C*-categories with non-simple units
Proposition 5.16. WSC is a quotient category of SC, while WGSC is a quotient category of GSC. It is possible to separate in both categories some special classes of morphisms useful in schema theory.
Mathematical Models in Schema Theory
Mathematicians have extended the idea of a category to an n-category. A 2-category has ob jects, maps and maps between maps, known of as homotopies or 2-morphisms.
Categorical Geometry and the Mathematical Foundations of Quantum General Relativity
Another way to relate categories to simplicial complexes is the construction of the nerve of a category, which is a simplicial complex which expresses the structure of the category.
Categorical Geometry and the Mathematical Foundations of Quantum General Relativity
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