The Resource Statistical physics : statics, dynamics and renormalization, Leo P. Kadanoff

Statistical physics : statics, dynamics and renormalization, Leo P. Kadanoff

Label
Statistical physics : statics, dynamics and renormalization
Title
Statistical physics
Title remainder
statics, dynamics and renormalization
Statement of responsibility
Leo P. Kadanoff
Creator
Subject
Language
eng
Cataloging source
DLC
http://library.link/vocab/creatorName
Kadanoff, Leo P
Illustrations
illustrations
Index
index present
LC call number
QC174.8
LC item number
.K34 1999
Literary form
non fiction
Nature of contents
bibliography
http://library.link/vocab/subjectName
  • Statistical physics
  • Scaling laws (Statistical physics)
  • Renormalization (Physics)
  • Physique statistique
  • Lois d'échelle (Physique statistique)
  • Renormalisation (Physique)
  • Renormalization (Physics)
  • Scaling laws (Statistical physics)
  • Statistical physics
  • Statistische mechanica
  • Statistische Physik
  • Physique statistique
  • Lois d'échelle (physique statistique)
  • Renormalisation (physique)
  • Statistische Physik
Label
Statistical physics : statics, dynamics and renormalization, Leo P. Kadanoff
Instantiates
Publication
Bibliography note
Includes bibliographical references and index
Carrier category
volume
Carrier category code
  • nc
Carrier MARC source
rdacarrier
Content category
text
Content type code
  • txt
Content type MARC source
rdacontent
Contents
  • 5
  • 69
  • 5
  • Diffusion and Hopping
  • 71
  • 5.1
  • Random Walk on a Lattice
  • 71
  • 5.2
  • Formulating This Problem
  • 73
  • 1.3
  • 5.3
  • Diffusion of Probability and Particles
  • 76
  • 5.4
  • From Conservation to Hydrodynamic Equations
  • 79
  • 5.5
  • Distribution Functions
  • 83
  • 5.6
  • Is the Trip Worthwhile?
  • Cascade Processes and Securities Prices
  • 84
  • 5.7
  • Reprints on Dynamics
  • 91
  • 5.7.1
  • Forest and Witten: Smoke Particle Aggregates
  • 92
  • 5.7.2
  • Witten and Sander: Diffusion Limited Aggregation
  • 9
  • 101
  • 5.7.3
  • Kadanoff: Chaos and Complexity
  • 105
  • 6
  • From Hops to Statistical Mechanics
  • 119
  • 6.1
  • Random Walk in Momentum
  • 120
  • 2
  • 6.2
  • Diffusion Equation Again
  • 123
  • 6.3
  • Time Dependence of Probability
  • 124
  • 6.4
  • Time Dependence in Deterministic Case
  • 126
  • 6.5
  • One Particle and Many
  • Equilibrium Solutions
  • 128
  • 6.6
  • Back to Collisions
  • 131
  • 6.7
  • From Fokker-Planck to Equilibrium
  • 133
  • 6.8
  • Properties of Fokker-Planck Equation
  • 11
  • 135
  • 6.9
  • Reprints on Organization
  • 138
  • 6.9.1
  • Chao Tang et al.: Phase Organization
  • 139
  • 6.9.2
  • Bak et al.: Self-Organized Criticality
  • 143
  • 2.1
  • 6.9.3
  • Carlson et al.: Singular Diffusion
  • 147
  • 6.9.4
  • Jaeger et al.: Experimental Studies
  • 151
  • 7
  • Correlations and Response
  • 155
  • 7.1
  • Formulation
  • Time Independent Response
  • 155
  • 7.2
  • Hamiltonian Time-Dependence
  • 158
  • 7.3
  • Sum Rules
  • 161
  • 7.4
  • Non-Interacting Particles
  • 11
  • 163
  • 7.5
  • Plasma Behavior
  • 164
  • III
  • More Statistical Mechanics
  • 169
  • 8
  • Statistical Thermodynamics
  • 171
  • I
  • 2.2
  • 8.1
  • Chemical Potential Defined
  • 171
  • 8.2
  • Barometer Formula
  • 173
  • 8.3
  • Sharing Energy
  • 174
  • 8.4
  • Ising Model
  • Ensemble Theory
  • 179
  • 8.5
  • Temperatures and Energy Flow
  • 182
  • 9
  • Fermi, Bose, and Other
  • 187
  • 9.1
  • Quantum Formulation
  • 12
  • 187
  • 9.2
  • Statistical Mechanics of Non-Interacting Degenerate Particles
  • 188
  • 9.3
  • Non-Degenerate Limit
  • 191
  • 9.4
  • Degenerate Fermions
  • 192
  • 2.3
  • 9.5
  • Degenerate Bosons I. Photons and Phonons
  • 196
  • 9.6
  • Degenerate Bosons II. One-Dimensional Phonons
  • 198
  • 9.7
  • Degenerate Bosons III. Bose Phase Transition
  • 201
  • 9.8
  • N Independent Particles--Quantum Description
  • Entropies
  • 203
  • IV
  • Phase Transitions
  • 207
  • 10
  • Overview of Phase Transitions
  • 209
  • 10.1
  • Thermodynamic Phases
  • 13
  • 209
  • 10.2
  • Phase Transitions
  • 210
  • 10.3
  • Two Kinds of Transitions
  • 211
  • 10.4
  • Back to the Ising Model
  • 214
  • 2.4
  • 10.5
  • Mean Field Theory of Magnets
  • 215
  • 10.6
  • Phases
  • 216
  • 10.7
  • Low Temperature Result
  • 218
  • 10.8
  • Averages From Derivatives
  • Free Energy Selection Argument
  • 219
  • 10.9
  • Behaviors of Different Phases
  • 221
  • 11
  • Mean Field Theory of Critical Behavior
  • 225
  • 11.1
  • Infinite Range Model
  • 15
  • 226
  • 11.2
  • Mean Field Theory Near the Critical Point
  • 227
  • 11.3
  • Critical Indices
  • 230
  • 11.4
  • Scaling Function for Magnetization
  • 231
  • 2.5
  • 11.5
  • Spatial Correlations
  • 232
  • 11.6m
  • Analyticity
  • 238
  • 11.7
  • Mean Field Theory for the Free Energy
  • 239
  • 11.8
  • Fundamentals of Statistical Physics
  • N Independent Particles in a Box
  • When Mean Field Theory Fails
  • 242
  • 12
  • Continuous Phase Transitions
  • 247
  • 12.1
  • Historical Background
  • 247
  • 12.2
  • Widom Scaling Theory
  • 17
  • 248
  • 12.3
  • Ising Model: Rescaled
  • 252
  • 12.4
  • Fixed Points
  • 257
  • 12.5
  • Phenomenology of Scaling Fields
  • 258
  • 2.6
  • 12.6
  • Theory of Scaling Fields
  • 259
  • 12.7
  • Scaling Relations for Operators
  • 262
  • 12.8
  • Transforming Operators
  • 266
  • 12.9
  • Fluctuations Big and Small
  • Universality
  • 266
  • 12.10
  • Operator Product Expansions
  • 267
  • 12.11
  • Reprints on Critical Correlations
  • 268
  • 12.11.1
  • Kadanoff: Correlations Along a Line
  • 20
  • 269
  • 12.11.2
  • Kadanoff-Wegner: Marginal Behavior
  • 274
  • 13
  • Renormalization in One Dimension
  • 279
  • 13.2
  • Decimation
  • 279
  • 2.7
  • 13.3
  • Ising Example
  • 280
  • 13.4
  • Phase Diagrams, Flow Diagrams, and the Coherence Length
  • 281
  • 13.5
  • Gaussian Model
  • 283
  • 13.6
  • Problems of Statistical Physics
  • Analysis of Recursion Relation
  • 284
  • 13.7
  • Fixed Point Analysis for the Gaussian Model
  • 285
  • 13.8
  • Two-Dimensional Ising Model
  • 288
  • 14
  • Real Space Renormalization Techniques
  • 21
  • 291
  • 14.2
  • Decimation: An Exact Calculation
  • 292
  • 14.3
  • Method of Neglect
  • 294
  • 14.4
  • Potential Moving
  • 295
  • 3
  • 14.5
  • Further Work
  • 298
  • 14.6
  • Reprints on Real Space RG
  • 298
  • 14.6.1
  • Niemeijer and van Leeuwen: Triangular Lattice R.G.
  • 299
  • 14.6.2
  • Gaussian Distributions
  • David Nelson's Early Summary
  • 303
  • 14.6.3
  • Kadanoff: Bond-moving, and a Variational Method
  • 308
  • 14.6.4
  • Kadanoff: Migdal's Simple and Versatile Method
  • 312
  • 14.6.5
  • Migdal's Original Papers
  • 1
  • 29
  • 348
  • 15
  • Duality
  • 359
  • 15.1
  • Doing Sums
  • 359
  • 15.2
  • Two Dimensions
  • 361
  • 3.2
  • 15.3
  • Direct Coupling and Dual Coupling
  • 363
  • 15.4
  • Two-Dimensional Calculation
  • 365
  • 15.5
  • Ising Model
  • 368
  • 15.6
  • One Variable
  • XY is Connected to SOS
  • 369
  • 15.7
  • Gaussian goes into Gaussian
  • 371
  • 15.8
  • Dual Correlations
  • 371
  • 16
  • Planar Model and Coulomb Systems
  • 29
  • 377
  • 16.1
  • Why Study a Planar Model?
  • 377
  • 16.2
  • One-Dimensional Case
  • 379
  • 16.3
  • Phases of the Planar Model
  • 380
  • 3.3
  • 16.4
  • Gaussian Approximation
  • 382
  • 16.5
  • Two-Dimensional Coulomb Systems
  • 386
  • 16.6
  • Multipole Expansion
  • 387
  • 16.7
  • Many Gaussian Variables
  • Reprint on Spin Waves
  • 390
  • 16.7.1
  • V.L. Berezinskii: An Overview of Problems with Continuous Symmetry
  • 391
  • 17
  • XY Model, Renormalization, and Duality
  • 399
  • 17.1
  • Plan of Action
  • 31
  • 399
  • 17.2
  • Villain Representation of the Basic Bonds
  • 400
  • 17.3
  • Duality Transformation
  • 401
  • 17.4
  • Two Limits
  • 402
  • 3.4
  • 17.5
  • Vortex Representation
  • 403
  • 17.6
  • Magnetically Charged System
  • 405
  • 17.7
  • Correlation Calculation
  • 408
  • 17.8
  • Lattice Green Function
  • Renormalization Calculation
  • 409
  • 17.9
  • Spatial Averages
  • 411
  • 17.10
  • Actual Renormalization
  • 413
  • 17.11
  • Reprints on Planar Model
  • 33
  • 415
  • 17.11.1
  • Kosterlitz-Thouless Theory
  • 416
  • 17.11.2
  • Kosterlitz: On Renormalization of the Planar Model
  • 439
  • 17.11.3
  • Jorge V. Jose, Leo P. Kadanoff, Scott Kirkpatrick, David R. Nelson: Renormalization and Vortices
  • 454
  • 1.1
  • 3.5
  • Gaussian Random Functions
  • 35
  • 3.6
  • Central Limit Theorem
  • 35
  • 3.7
  • Distribution of Energies
  • 36
  • 3.8
  • Journey: Many Different Approaches
  • Large Deviations
  • 38
  • 3.9
  • On Almost Gaussian Integrals
  • 41
  • 3.10
  • Three Versions of Gaussian Problems
  • 42
  • 4
  • Quantum Mechanics and Lattices
  • 3
  • 45
  • 4.1
  • All of Quantum Mechanics in One Brief Section
  • 45
  • 4.2
  • From d = 1 Models to Quantum Mechanics
  • 46
  • 4.3
  • An Example: The Linear Ising Chain
  • 48
  • 1.2
  • 4.4
  • One-Dimensional Gaussian Model
  • 51
  • 4.5
  • Coherence Length
  • 56
  • 4.6
  • Operator Averages
  • 57
  • 4.7
  • Main Sights
  • Correlation Functions
  • 59
  • 4.8
  • Ising Correlations
  • 60
  • 4.9
  • Two-Dimensional Ising Model
  • 64
  • II
  • Random Dynamics
Dimensions
27 cm
Extent
xiii, 483 pages
Isbn
9789810248208
Lccn
98043592
Media category
unmediated
Media MARC source
rdamedia
Media type code
  • n
Other physical details
illustrations
Specific material designation
remote
System control number
  • (OCoLC)40251506
  • (OCoLC)ocm40251506
Label
Statistical physics : statics, dynamics and renormalization, Leo P. Kadanoff
Publication
Bibliography note
Includes bibliographical references and index
Carrier category
volume
Carrier category code
  • nc
Carrier MARC source
rdacarrier
Content category
text
Content type code
  • txt
Content type MARC source
rdacontent
Contents
  • 5
  • 69
  • 5
  • Diffusion and Hopping
  • 71
  • 5.1
  • Random Walk on a Lattice
  • 71
  • 5.2
  • Formulating This Problem
  • 73
  • 1.3
  • 5.3
  • Diffusion of Probability and Particles
  • 76
  • 5.4
  • From Conservation to Hydrodynamic Equations
  • 79
  • 5.5
  • Distribution Functions
  • 83
  • 5.6
  • Is the Trip Worthwhile?
  • Cascade Processes and Securities Prices
  • 84
  • 5.7
  • Reprints on Dynamics
  • 91
  • 5.7.1
  • Forest and Witten: Smoke Particle Aggregates
  • 92
  • 5.7.2
  • Witten and Sander: Diffusion Limited Aggregation
  • 9
  • 101
  • 5.7.3
  • Kadanoff: Chaos and Complexity
  • 105
  • 6
  • From Hops to Statistical Mechanics
  • 119
  • 6.1
  • Random Walk in Momentum
  • 120
  • 2
  • 6.2
  • Diffusion Equation Again
  • 123
  • 6.3
  • Time Dependence of Probability
  • 124
  • 6.4
  • Time Dependence in Deterministic Case
  • 126
  • 6.5
  • One Particle and Many
  • Equilibrium Solutions
  • 128
  • 6.6
  • Back to Collisions
  • 131
  • 6.7
  • From Fokker-Planck to Equilibrium
  • 133
  • 6.8
  • Properties of Fokker-Planck Equation
  • 11
  • 135
  • 6.9
  • Reprints on Organization
  • 138
  • 6.9.1
  • Chao Tang et al.: Phase Organization
  • 139
  • 6.9.2
  • Bak et al.: Self-Organized Criticality
  • 143
  • 2.1
  • 6.9.3
  • Carlson et al.: Singular Diffusion
  • 147
  • 6.9.4
  • Jaeger et al.: Experimental Studies
  • 151
  • 7
  • Correlations and Response
  • 155
  • 7.1
  • Formulation
  • Time Independent Response
  • 155
  • 7.2
  • Hamiltonian Time-Dependence
  • 158
  • 7.3
  • Sum Rules
  • 161
  • 7.4
  • Non-Interacting Particles
  • 11
  • 163
  • 7.5
  • Plasma Behavior
  • 164
  • III
  • More Statistical Mechanics
  • 169
  • 8
  • Statistical Thermodynamics
  • 171
  • I
  • 2.2
  • 8.1
  • Chemical Potential Defined
  • 171
  • 8.2
  • Barometer Formula
  • 173
  • 8.3
  • Sharing Energy
  • 174
  • 8.4
  • Ising Model
  • Ensemble Theory
  • 179
  • 8.5
  • Temperatures and Energy Flow
  • 182
  • 9
  • Fermi, Bose, and Other
  • 187
  • 9.1
  • Quantum Formulation
  • 12
  • 187
  • 9.2
  • Statistical Mechanics of Non-Interacting Degenerate Particles
  • 188
  • 9.3
  • Non-Degenerate Limit
  • 191
  • 9.4
  • Degenerate Fermions
  • 192
  • 2.3
  • 9.5
  • Degenerate Bosons I. Photons and Phonons
  • 196
  • 9.6
  • Degenerate Bosons II. One-Dimensional Phonons
  • 198
  • 9.7
  • Degenerate Bosons III. Bose Phase Transition
  • 201
  • 9.8
  • N Independent Particles--Quantum Description
  • Entropies
  • 203
  • IV
  • Phase Transitions
  • 207
  • 10
  • Overview of Phase Transitions
  • 209
  • 10.1
  • Thermodynamic Phases
  • 13
  • 209
  • 10.2
  • Phase Transitions
  • 210
  • 10.3
  • Two Kinds of Transitions
  • 211
  • 10.4
  • Back to the Ising Model
  • 214
  • 2.4
  • 10.5
  • Mean Field Theory of Magnets
  • 215
  • 10.6
  • Phases
  • 216
  • 10.7
  • Low Temperature Result
  • 218
  • 10.8
  • Averages From Derivatives
  • Free Energy Selection Argument
  • 219
  • 10.9
  • Behaviors of Different Phases
  • 221
  • 11
  • Mean Field Theory of Critical Behavior
  • 225
  • 11.1
  • Infinite Range Model
  • 15
  • 226
  • 11.2
  • Mean Field Theory Near the Critical Point
  • 227
  • 11.3
  • Critical Indices
  • 230
  • 11.4
  • Scaling Function for Magnetization
  • 231
  • 2.5
  • 11.5
  • Spatial Correlations
  • 232
  • 11.6m
  • Analyticity
  • 238
  • 11.7
  • Mean Field Theory for the Free Energy
  • 239
  • 11.8
  • Fundamentals of Statistical Physics
  • N Independent Particles in a Box
  • When Mean Field Theory Fails
  • 242
  • 12
  • Continuous Phase Transitions
  • 247
  • 12.1
  • Historical Background
  • 247
  • 12.2
  • Widom Scaling Theory
  • 17
  • 248
  • 12.3
  • Ising Model: Rescaled
  • 252
  • 12.4
  • Fixed Points
  • 257
  • 12.5
  • Phenomenology of Scaling Fields
  • 258
  • 2.6
  • 12.6
  • Theory of Scaling Fields
  • 259
  • 12.7
  • Scaling Relations for Operators
  • 262
  • 12.8
  • Transforming Operators
  • 266
  • 12.9
  • Fluctuations Big and Small
  • Universality
  • 266
  • 12.10
  • Operator Product Expansions
  • 267
  • 12.11
  • Reprints on Critical Correlations
  • 268
  • 12.11.1
  • Kadanoff: Correlations Along a Line
  • 20
  • 269
  • 12.11.2
  • Kadanoff-Wegner: Marginal Behavior
  • 274
  • 13
  • Renormalization in One Dimension
  • 279
  • 13.2
  • Decimation
  • 279
  • 2.7
  • 13.3
  • Ising Example
  • 280
  • 13.4
  • Phase Diagrams, Flow Diagrams, and the Coherence Length
  • 281
  • 13.5
  • Gaussian Model
  • 283
  • 13.6
  • Problems of Statistical Physics
  • Analysis of Recursion Relation
  • 284
  • 13.7
  • Fixed Point Analysis for the Gaussian Model
  • 285
  • 13.8
  • Two-Dimensional Ising Model
  • 288
  • 14
  • Real Space Renormalization Techniques
  • 21
  • 291
  • 14.2
  • Decimation: An Exact Calculation
  • 292
  • 14.3
  • Method of Neglect
  • 294
  • 14.4
  • Potential Moving
  • 295
  • 3
  • 14.5
  • Further Work
  • 298
  • 14.6
  • Reprints on Real Space RG
  • 298
  • 14.6.1
  • Niemeijer and van Leeuwen: Triangular Lattice R.G.
  • 299
  • 14.6.2
  • Gaussian Distributions
  • David Nelson's Early Summary
  • 303
  • 14.6.3
  • Kadanoff: Bond-moving, and a Variational Method
  • 308
  • 14.6.4
  • Kadanoff: Migdal's Simple and Versatile Method
  • 312
  • 14.6.5
  • Migdal's Original Papers
  • 1
  • 29
  • 348
  • 15
  • Duality
  • 359
  • 15.1
  • Doing Sums
  • 359
  • 15.2
  • Two Dimensions
  • 361
  • 3.2
  • 15.3
  • Direct Coupling and Dual Coupling
  • 363
  • 15.4
  • Two-Dimensional Calculation
  • 365
  • 15.5
  • Ising Model
  • 368
  • 15.6
  • One Variable
  • XY is Connected to SOS
  • 369
  • 15.7
  • Gaussian goes into Gaussian
  • 371
  • 15.8
  • Dual Correlations
  • 371
  • 16
  • Planar Model and Coulomb Systems
  • 29
  • 377
  • 16.1
  • Why Study a Planar Model?
  • 377
  • 16.2
  • One-Dimensional Case
  • 379
  • 16.3
  • Phases of the Planar Model
  • 380
  • 3.3
  • 16.4
  • Gaussian Approximation
  • 382
  • 16.5
  • Two-Dimensional Coulomb Systems
  • 386
  • 16.6
  • Multipole Expansion
  • 387
  • 16.7
  • Many Gaussian Variables
  • Reprint on Spin Waves
  • 390
  • 16.7.1
  • V.L. Berezinskii: An Overview of Problems with Continuous Symmetry
  • 391
  • 17
  • XY Model, Renormalization, and Duality
  • 399
  • 17.1
  • Plan of Action
  • 31
  • 399
  • 17.2
  • Villain Representation of the Basic Bonds
  • 400
  • 17.3
  • Duality Transformation
  • 401
  • 17.4
  • Two Limits
  • 402
  • 3.4
  • 17.5
  • Vortex Representation
  • 403
  • 17.6
  • Magnetically Charged System
  • 405
  • 17.7
  • Correlation Calculation
  • 408
  • 17.8
  • Lattice Green Function
  • Renormalization Calculation
  • 409
  • 17.9
  • Spatial Averages
  • 411
  • 17.10
  • Actual Renormalization
  • 413
  • 17.11
  • Reprints on Planar Model
  • 33
  • 415
  • 17.11.1
  • Kosterlitz-Thouless Theory
  • 416
  • 17.11.2
  • Kosterlitz: On Renormalization of the Planar Model
  • 439
  • 17.11.3
  • Jorge V. Jose, Leo P. Kadanoff, Scott Kirkpatrick, David R. Nelson: Renormalization and Vortices
  • 454
  • 1.1
  • 3.5
  • Gaussian Random Functions
  • 35
  • 3.6
  • Central Limit Theorem
  • 35
  • 3.7
  • Distribution of Energies
  • 36
  • 3.8
  • Journey: Many Different Approaches
  • Large Deviations
  • 38
  • 3.9
  • On Almost Gaussian Integrals
  • 41
  • 3.10
  • Three Versions of Gaussian Problems
  • 42
  • 4
  • Quantum Mechanics and Lattices
  • 3
  • 45
  • 4.1
  • All of Quantum Mechanics in One Brief Section
  • 45
  • 4.2
  • From d = 1 Models to Quantum Mechanics
  • 46
  • 4.3
  • An Example: The Linear Ising Chain
  • 48
  • 1.2
  • 4.4
  • One-Dimensional Gaussian Model
  • 51
  • 4.5
  • Coherence Length
  • 56
  • 4.6
  • Operator Averages
  • 57
  • 4.7
  • Main Sights
  • Correlation Functions
  • 59
  • 4.8
  • Ising Correlations
  • 60
  • 4.9
  • Two-Dimensional Ising Model
  • 64
  • II
  • Random Dynamics
Dimensions
27 cm
Extent
xiii, 483 pages
Isbn
9789810248208
Lccn
98043592
Media category
unmediated
Media MARC source
rdamedia
Media type code
  • n
Other physical details
illustrations
Specific material designation
remote
System control number
  • (OCoLC)40251506
  • (OCoLC)ocm40251506

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    725 Commonwealth Avenue, 6th Floor, Boston, MA, 02445, US
    42.350259 -71.105717
  • Fineman and Pappas Law LibrariesBorrow it
    765 Commonwealth Avenue, Boston, MA, 02215, US
    42.350979 -71.107023
  • Frederick S. Pardee Management LibraryBorrow it
    595 Commonwealth Avenue, Boston, MA, 02215, US
    42.349626 -71.099547
  • Howard Gotlieb Archival Research CenterBorrow it
    771 Commonwealth Avenue, 5th Floor, Boston, MA, 02215, US
    42.350723 -71.108227
  • Mugar Memorial LibraryBorrow it
    771 Commonwealth Avenue, Boston, MA, 02215, US
    42.350723 -71.108227
  • Music LibraryBorrow it
    771 Commonwealth Avenue, 2nd Floor, Boston, MA, 02215, US
    42.350723 -71.108227
  • Pikering Educational Resources LibraryBorrow it
    2 Silber Way, Boston, MA, 02215, US
    42.349804 -71.101425
  • School of Theology LibraryBorrow it
    745 Commonwealth Avenue, 2nd Floor, Boston, MA, 02215, US
    42.350494 -71.107235
  • Science & Engineering LibraryBorrow it
    38 Cummington Mall, Boston, MA, 02215, US
    42.348472 -71.102257
  • Stone Science LibraryBorrow it
    675 Commonwealth Avenue, Boston, MA, 02445, US
    42.350103 -71.103784
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