THE EXACT RENORMALIZATION GROUP AND APPROXIMATE SOLUTIONS
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Fully developed isotropic turbulence: Nonperturbative renormalization group formalism and fixed-point solution.Impact of topology in foliated quantum Einstein gravity.Branching and annihilating random walks: exact results at low branching rate.Long-range and many-body effects in coagulation processes.Nonuniversality in the erosion of tilted landscapes.Frequency regulators for the nonperturbative renormalization group: A general study and the model A as a benchmark.Nonperturbative renormalization group and momentum dependence of n-point functions. I.Functional renormalization group approach to the Kraichnan model.Nonperturbative renormalization-group study of reaction-diffusion processes.Surprises in O(N) Models: Nonperturbative Fixed Points, Large N Limits, and Multicriticality.Universal behavior of coupled order parameters below three dimensions.Ordered phase of the O(N) model within the nonperturbative renormalization group.Background field functional renormalization group for absorbing state phase transitions.Infrared behavior and fixed points in Landau-gauge QCD.Scaling relations and multicritical phenomena from functional renormalization.Effective-average-action-based approach to correlation functions at finite momenta.Renormalization group and the Planck scale.Renormalization group flow equations with full momentum dependence.Nonlocal effective-average-action approach to crystalline phantom membranes.Nonperturbative renormalization group preserving full-momentum dependence: implementation and quantitative evaluation.Condensate density of interacting bosons: A functional renormalization group approach.Nonperturbative renormalization group and momentum dependence of n-point functions. II.Exact renormalization group approach to a nonlinear diffusion equation.Exact multilocal renormalization of the effective action: application to the random sine Gordon model statics and nonequilibrium dynamics.Exact CTP renormalization group equation for the coarse-grained effective action.Exact multilocal renormalization group and applications to disordered problems.Scale invariance implies conformal invariance for the three-dimensional Ising model.Critical Exponents Can Be Different on the Two Sides of a Transition: A Generic MechanismEFFECTIVE AVERAGE ACTION IN STATISTICAL PHYSICS AND QUANTUM FIELD THEORYFunctional renormalization group for multi-orbital Fermi surface instabilitiesFunctional renormalization group analysis of tensorial group field theories onRdFunctional renormalisation group approach for tensorial group field theory: a rank-3 modelMagnetic order and paramagnetic phases in the quantumJ1-J2-J3honeycomb modelFunctional renormalization group for the anisotropic triangular antiferromagnet
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Q38841993-17BF490C-7DD5-415B-B8E4-6500F5AC6D5FQ41632524-1AB9FBE5-4533-49FC-BB06-918E570E97F6Q44496146-8100C780-B864-4C11-BC8F-C3955495AC2DQ46110692-6A3CD64B-E0C3-42AE-A1A3-6D66D11A3EEFQ47560227-A394B6DE-CF98-41B1-9FD7-4A4F91532A35Q47969251-D1458212-B85F-4DFA-B5FC-B1ACDDD5C88FQ48414868-63FB7656-A74D-4568-9496-CDCD2FB234A7Q48726386-00B25976-D14A-400E-BA69-2FB634E3C2E3Q49258870-95A94032-2F46-4821-827D-9ACEF99540BBQ50012064-88451C84-9EA0-48DF-86F5-5415AF7191A4Q50549001-FCF49886-5634-41D2-A4AA-08308830C53AQ50549053-D61B4972-62D8-4E2B-B90B-5865B19FB816Q50589986-DA475566-73BD-4836-B15D-6A3C95355523Q50787509-F721214D-AD4D-49CD-B8D7-0EF206568E2FQ50883356-6F561031-1BAF-499C-B227-156BCC7A8784Q51292377-307A4A3A-0CC1-46A7-89A6-83B001BEC920Q51560742-A16BE35B-B25A-4984-9E07-CB02274B90BBQ51560746-8B7F266D-E819-4AB2-8D82-5573F8D3B79DQ51575849-01B93ABB-EDC3-4DC3-87EA-2364B1FC11FFQ51603008-8F6C9ED5-59B2-44EF-9F4B-D5851C5E9FD0Q51709029-64BC3F1D-E077-4587-8C95-98B9693EDC11Q51923418-DDECA22B-E5CC-48F0-B2A2-827F67B523FAQ51957185-325BCCBA-A385-4AC4-A6A5-F85F18B2CA37Q52006231-88F6EF32-F149-4F00-BE31-820F19A637C7Q52290888-78CB5A39-49ED-4125-9D65-4525464A923EQ52414663-40DA4F46-2DAE-43B4-B428-A520FC93CCFEQ54000695-21D960FD-7764-4083-B7A8-6772259650F6Q55921408-BECADA53-09FA-4110-B9E6-B7EAA252638FQ56937594-1DD7C08E-ACA8-4B65-BCB0-9041E9AE4E5DQ58266618-C575CF98-00AC-4035-BAB0-2A8C079C0B99Q59239680-7831E71F-C89C-48FF-A67C-818EF6058E91Q59239700-5794396A-9AB1-48E6-A40D-853C862D8896Q59335116-E0DDDA06-A7BE-49F3-B603-186EE8700F95Q59335132-E828FD2F-A545-4ED1-9EC1-8C8BED282C35
P2860
THE EXACT RENORMALIZATION GROUP AND APPROXIMATE SOLUTIONS
description
im Juni 1994 veröffentlichter wissenschaftlicher Artikel
@de
wetenschappelijk artikel
@nl
наукова стаття, опублікована в червні 1994
@uk
name
THE EXACT RENORMALIZATION GROUP AND APPROXIMATE SOLUTIONS
@en
THE EXACT RENORMALIZATION GROUP AND APPROXIMATE SOLUTIONS
@nl
type
label
THE EXACT RENORMALIZATION GROUP AND APPROXIMATE SOLUTIONS
@en
THE EXACT RENORMALIZATION GROUP AND APPROXIMATE SOLUTIONS
@nl
prefLabel
THE EXACT RENORMALIZATION GROUP AND APPROXIMATE SOLUTIONS
@en
THE EXACT RENORMALIZATION GROUP AND APPROXIMATE SOLUTIONS
@nl
P1476
THE EXACT RENORMALIZATION GROUP AND APPROXIMATE SOLUTIONS
@en
P2093
TIM R. MORRIS
P304
P356
10.1142/S0217751X94000972
P577
1994-06-10T00:00:00Z
P818
hep-ph/9308265