2016, Third edition., ISBN 0077600940, ix, 267

Book

Journal of High Energy Physics, ISSN 1126-6708, 2015, Volume 2015, Issue 1

Journal Article

Journal of Approximation Theory, ISSN 0021-9045, 08/2012, Volume 164, Issue 8, pp. 1065 - 1084

The problem of finding the zeros of the sum of two maximally monotone operators is of fundamental importance in optimization and variational analysis. In this...

Subdifferential operator | Fenchel duality | Douglas–Rachford splitting | Maximal monotone operator | Total duality | Nonexpansive mapping | Resolvent | Fenchel–Rockafellar duality | Paramonotonicity | Firmly nonexpansive mapping | Hilbert space | Eckstein–Ferris–Pennanen–Robinson duality | Attouch–Théra duality | Fixed point | Eckstein-Ferris-Pennanen-Robinson duality | Douglas-Rachford splitting | Attouch-Théra duality | Fenchel-Rockafellar duality | APPROXIMATION | Attouch-Thera duality | FITZPATRICK FUNCTIONS | MATHEMATICS | MAXIMAL MONOTONE-OPERATORS | VARIATIONAL INEQUALITY PROBLEM | PROXIMAL POINT ALGORITHM | CLOSED CONVEX-SETS | LAGRANGE DUALITY | PARALLEL SUM | HILBERT-SPACE | FIXED-POINTS

Subdifferential operator | Fenchel duality | Douglas–Rachford splitting | Maximal monotone operator | Total duality | Nonexpansive mapping | Resolvent | Fenchel–Rockafellar duality | Paramonotonicity | Firmly nonexpansive mapping | Hilbert space | Eckstein–Ferris–Pennanen–Robinson duality | Attouch–Théra duality | Fixed point | Eckstein-Ferris-Pennanen-Robinson duality | Douglas-Rachford splitting | Attouch-Théra duality | Fenchel-Rockafellar duality | APPROXIMATION | Attouch-Thera duality | FITZPATRICK FUNCTIONS | MATHEMATICS | MAXIMAL MONOTONE-OPERATORS | VARIATIONAL INEQUALITY PROBLEM | PROXIMAL POINT ALGORITHM | CLOSED CONVEX-SETS | LAGRANGE DUALITY | PARALLEL SUM | HILBERT-SPACE | FIXED-POINTS

Journal Article

2012, ISBN 9780521183048, 320

Asymmetry of the brain and behaviour (lateralization) has traditionally been considered unique to humans. However, research has shown that this phenomenon is...

Cerebral dominance | Biology, life sciences | Brain | Duality | Anatomy | Laterality

Cerebral dominance | Biology, life sciences | Brain | Duality | Anatomy | Laterality

Book

2014, ISBN 9781466515314, xxii, 273

Book

1977, London Mathematical Society lecture note series, ISBN 0521215439, Volume 29, viii, 128

These lecture notes begin with an introduction to topological groups and proceed to a proof of the important Pontryagin-van Kampen duality theorem and a...

Locally compact Abelian groups | Duality theory (Mathematics)

Locally compact Abelian groups | Duality theory (Mathematics)

Book

IEEE Transactions on Wireless Communications, ISSN 1536-1276, 05/2010, Volume 9, Issue 5, pp. 1748 - 1759

In a conventional wireless cellular system, signal processing is performed on a per-cell basis; out-of-cell interference is treated as background noise. This...

Array signal processing | Interference | Wireless cellular systems | multicell system | Downlink | multiple-input multiple-output (MIMO) | Background noise | uplink-downlind duality | Beamforming | System performance | Signal processing algorithms | dirty-paper coding | Signal processing | Signal design | Signal to noise ratio | Multicell systems | Multiple-input multiple-output (MIMO) | Uplinkdownlink duality | Dirty-paper coding | UPLINK | TELECOMMUNICATIONS | CELLULAR NETWORKS | ENGINEERING, ELECTRICAL & ELECTRONIC | multicell systems | uplink-downlink duality | DUALITY | INTERFERENCE | SINR CONSTRAINTS | DOWNLINK | POWER-CONTROL | Studies | Algorithms | Wireless communication | Networks | Cellular | Computer simulation | Antennas

Array signal processing | Interference | Wireless cellular systems | multicell system | Downlink | multiple-input multiple-output (MIMO) | Background noise | uplink-downlind duality | Beamforming | System performance | Signal processing algorithms | dirty-paper coding | Signal processing | Signal design | Signal to noise ratio | Multicell systems | Multiple-input multiple-output (MIMO) | Uplinkdownlink duality | Dirty-paper coding | UPLINK | TELECOMMUNICATIONS | CELLULAR NETWORKS | ENGINEERING, ELECTRICAL & ELECTRONIC | multicell systems | uplink-downlink duality | DUALITY | INTERFERENCE | SINR CONSTRAINTS | DOWNLINK | POWER-CONTROL | Studies | Algorithms | Wireless communication | Networks | Cellular | Computer simulation | Antennas

Journal Article

Physical Review Letters, ISSN 0031-9007, 06/2012, Volume 108, Issue 26, pp. 261602 - 261602

We give a geometrical interpretation of the nongeometric Q and R fluxes. To this end, we consider double field theory in a formulation that is related to the...

PHYSICS, MULTIDISCIPLINARY | DUALITY

PHYSICS, MULTIDISCIPLINARY | DUALITY

Journal Article

1991, ISBN 9780195065473, 346

This volume contains six published and two new essays, focusing on philosophical problems surrounding the postulation of unobservable entities such as light...

Science | Wave-particle duality | Methodology | History | Physics | Philosophy

Science | Wave-particle duality | Methodology | History | Physics | Philosophy

eBook

1983, ISBN 9780521250986, xxiv, 355

The early twentieth century brought about the rejection by physicists of the doctrine of determinism - the belief that complete knowledge of the initial...

Gamma rays | Wave-particle duality | History | Radiation | X-rays

Gamma rays | Wave-particle duality | History | Radiation | X-rays

Book

2003, 2nd ed., ISBN 0072397136, xxi, 297

Book

2003, Naturwissenschaft, Philosophie, Geschichte, ISBN 3825871215, Volume Bd. 21, 210

Book

2015, ISBN 9781107053816

Web Resource

2015, ISBN 9781107053816

Web Resource

2015, ISBN 9781107053816

Web Resource

2015, ISBN 9781107053816

Web Resource

Physics Reports, ISSN 0370-1573, 03/2015, Volume 566, pp. 1 - 60

We review recent developments in duality symmetric string theory. We begin with the world-sheet doubled formalism which describes strings in an extended...

String theory | T-duality | M-theory | Generalized geometry | Supergravity | U-duality | TWISTED TORI | PHYSICS, MULTIDISCIPLINARY | SIGMA-MODEL | SPACE | LIE T-DUALITY | MATRIX-THEORY | COMPACTIFICATIONS | TORUS BUNDLES | GEOMETRY

String theory | T-duality | M-theory | Generalized geometry | Supergravity | U-duality | TWISTED TORI | PHYSICS, MULTIDISCIPLINARY | SIGMA-MODEL | SPACE | LIE T-DUALITY | MATRIX-THEORY | COMPACTIFICATIONS | TORUS BUNDLES | GEOMETRY

Journal Article

Journal of the American Mathematical Society, ISSN 0894-0347, 10/2014, Volume 27, Issue 4, pp. 983 - 1042

Journal Article

Advances in Mathematics, ISSN 0001-8708, 2006, Volume 200, Issue 2, pp. 357 - 402

We apply ideas from commutative algebra, and Morita theory to algebraic topology using ring spectra. This allows us to prove new duality results in algebra and...

Proxy-small | Ring spectra | Morita theory | Small | Duality | Local cohomology | Derived category | Matlis duality | Poincaré duality | [formula omitted]-algebras | Cellular | Gorenstein | Benson–Carlson duality | Brown–Comenetz duality | Matlis lifts | Brown-Comenetz duality | Benson-Carlson duality | S-algebras | small | RESOLUTIONS | COMPLEXES | derived category | local cohomology | MATHEMATICS | COHOMOLOGY RINGS | LIE-GROUPS | PRODUCT | HOMOLOGY | CLASSIFYING-SPACES | COMMUTATIVE ALGEBRA | duality | Poincare duality | ring spectra | cellular | proxy-small | SPECTRAL SEQUENCE

Proxy-small | Ring spectra | Morita theory | Small | Duality | Local cohomology | Derived category | Matlis duality | Poincaré duality | [formula omitted]-algebras | Cellular | Gorenstein | Benson–Carlson duality | Brown–Comenetz duality | Matlis lifts | Brown-Comenetz duality | Benson-Carlson duality | S-algebras | small | RESOLUTIONS | COMPLEXES | derived category | local cohomology | MATHEMATICS | COHOMOLOGY RINGS | LIE-GROUPS | PRODUCT | HOMOLOGY | CLASSIFYING-SPACES | COMMUTATIVE ALGEBRA | duality | Poincare duality | ring spectra | cellular | proxy-small | SPECTRAL SEQUENCE

Journal Article

1992, ISBN 9780521423236, xvi, 329

Book

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