CodeCanyon - WordPress Real Media Library v4.0.8 - Media Categories Folders



CodeCanyon - WordPress Real Media Library v4.0.8 - Media Categories  Folders
CodeCanyon - WordPress Real Media Library v4.0.8 - Media Categories / Folders
Size: 8.63 Mb

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Lazy Brush Set - 174 Photoshop Brushes in 9 Categories


Lazy Brush Set - 174 Photoshop Brushes in 9 Categories
Lazy Brush Set - 174 Photoshop Brushes in 9 Categories
Photoshop ABR | 174 Brushes | CS5+ | 104 MB

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Syncretism in Religion: A Reader (Critical Categories in the Study of Religion) 1st Edition

Syncretism in Religion: A Reader (Critical Categories in the Study of Religion) 1st Edition

Syncretism in Religion: A Reader (Critical Categories in the Study of Religion) by Anita Maria Leopold
English | 1 Oct. 2004 | ISBN: 1904768652 | 416 Pages | AZW3 | 1.3 MB
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Categories of Being: Essays on Metaphysics and Logic

Categories of Being: Essays on Metaphysics and Logic

Categories of Being: Essays on Metaphysics and Logic by Leila Haaparanta and Heikki J. Koskinen
English | 2012 | ISBN: 0199890579 | 512 pages | PDF | 2,4 MB
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From Groups to Categorial Algebra: Introduction to Protomodular and Mal'tsev Categories (Compact Textbooks in Mathematics)

From Groups to Categorial Algebra: Introduction to Protomodular and Mal'tsev Categories (Compact Textbooks in Mathematics)

From Groups to Categorial Algebra: Introduction to Protomodular and Mal'tsev Categories (Compact Textbooks in Mathematics) by Dominique Bourn
English | 26 Jun. 2017 | ISBN: 3319572180 | 120 Pages | EPUB | 1.66 MB
This book gives a thorough and entirely self-contained, in-depth introduction to a specific approach to group theory, in a large sense of that word. The focus lie on the relationships which a group may have with other groups, via "universal properties",
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No Categories 2 A Ubiquity Compilation (1999)


No Categories 2 A Ubiquity Compilation (1999)

Artist: VA
Title Of Album: No Categories 2: A Ubiquity Compilation
Year Of Release: 1999
Label: Ubiquity Records
Genre: Future Jazz, Downtempo, Latin Jazz, Hip-Hop
Format: 2 x CD, Compilation
Quality: 320 kbps
Total Time: 01:21:37
Total Size: 187 Mb

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VA - No Categories 2 A Ubiquity Compilation (1999)


VA - No Categories 2 A Ubiquity Compilation (1999)

Artist: VA
Title Of Album: No Categories 2: A Ubiquity Compilation
Year Of Release: 1999
Label: Ubiquity Records
Genre: Future Jazz, Downtempo, Latin Jazz, Hip-Hop
Format: 2 x CD, Compilation
Quality: 320 kbps
Total Time: 01:21:37
Total Size: 187 Mb

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Monoidal Categories and Topological Field Theory


Monoidal Categories and Topological Field Theory

Monoidal Categories and Topological Field Theory By Vladimir TuraevAlexis Virelizier
English | PDF | 2017 | 513 Pages | ISBN : 3319498339 | 6 MB
This monograph is devoted to monoidal categories and their connections with 3-dimensional topological field theories. Starting with basic definitions, it proceeds to the forefront of current research.

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Categories, Types, and Structures An Introduction to Category Theory for the Working Computer Scientist (Foundations of Comput


Categories, Types, and Structures An Introduction to Category Theory for the Working Computer Scientist (Foundations of Comput

Categories, Types, and Structures: An Introduction to Category Theory for the Working Computer Scientist (Foundations of Computing Series) by Andrea Asperti
English | Aug. 23, 1991 | ISBN: 0262011255 | 300 Pages | PDF | 2 MB
Category theory is a mathematical subject whose importance in several areas of computer science, most notably the semantics of programming languages and the design of programmes using abstract data types, is widely acknowledged. This book introduces category theory at a level appropriate for computer scientists and provides practical examples in the context of programming language design.

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Compact Quantum Groups and Their Representation Categories

Compact Quantum Groups and Their Representation Categories

Compact Quantum Groups and Their Representation Categories by Sergey Neshveyev, Lars Tuset
English | May 15th, 2014 | ISBN: 2856297773 | 183 Pages | True PDF | 4.19 MB
To give a flavor of what's going on here, Hopf observed almost a decade before, perhaps prophetically, that a compact group G possesses the property that its cohomology ring H?(G)H?(G) admits a homomorphism into H?(G)?H?(G)H?(G)?H?(G).
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