Professor Alessandra Palmigiano is the Chair of Logic and Management Theory at the Department of Ethics, Governance and Society of the School of Business and Economics at the VU Amsterdam. She is an expert in algebraic, duality-theoretic and proof-theoretic methods in logic, with a focus on the logics for social behaviour.Mehrnoosh Sadrzadeh is a Professor of Computer Science and a senior Royal Academy of Engineering Research Fellow at the department of Computer Science, University College London. Her expertise in on unified logical and statistical models of natural language with a focus on algebras of vector spaces, categorical models and substructural logics.

• Part 1. Duality and domains in logical form.- Chapter 1. Duality, intensionality, and contextuality: Philosophy of category theory and the categorical unity of science in Samson Abramsky (Yoshihiro Maruyama).- Chapter 2. Minimisation in logical form (Nick Bezhanishvili, Marcello Bonsangue, Helle Hvid Hansen, Dexter Kozen, Clemens Kupke, Prakash Panangaden, and Alexandra Silva).- Chapter 3. A Cook’s tour of duality in logic: From quantifiers, through Vietoris, to measures (Mai Gehrke, Tomas Jakl, and Luca Reggio).- Chapter 4. Stone duality for relations (Alexander Kurz, Andrew Moshier, and Achim Jung).- Part 2. Game semantics.- Chapter 5. The mays and musts of concurrent strategies (Simon Castellan, Pierre Clairambault, and Glynn Winskel).- Chapter 6. A tale of additives and concurrency in game semantics (Pierre Clairambault).- Chapter 7. The far side of the cube: An elementary introduction to game semantics (Dan Ghica).- Chapter 8. An axiomatic account of a fully abstract game semantics for general references (Jim Laird and  Guy McCusker).- Chapter 9. Deconstructing general references via game semantics (Andrzej S. Murawski and Nikos Tzevelekos).- Chapter 10. The game semantics of game theory (Jules Hedges).- Part 3. Contextuality and quantum computation.- Chapter 11. Consistency, acyclicity, and positive semirings (Albert Atserias and Phokion G. Kolaitis).- Chapter 12. Closing bell, boxing black box simulations in the resource theory of contextuality (Rui Soares Barbosa, Martti Karvonen, and Shane Mansfield).- Chapter 13. Describing and animating quantum protocols (Richard Bornat and Rajagopal Nagarajan).- Chapter 14. The Contextuality-by-default view of the Sheaf-Theoretic approach to contextuality (Ehtibar Dzhafarov).- Chapter 15. Godel, Escher, Bell, contextual semantics for logical paradoxes (Kohei Kishida).- Chapter 16. Putting paradoxes to work: Contextuality in measurement-based quantum computation (Robert Raussendorf).- Part 4. Game comonads and descriptive complexity.- Chapter 17. Monadic Monadic second order logic (Mikolaj Bojanczyk, Bartek Klin, and Julian Salamanca).- Chapter 18. Constraint satisfaction, graph isomorphism, and the pebbling comonad (Anuj Dawar).- Chapter 19. The strategic balance of games in logic (Jouko Vaananen).- Part 5. Categorical  and logical semantics.- Chapter 20. Compositionality in context (Alexandru Baltag, Johan van Benthem, and Dag Westerstahl).- Chapter 21. Compact inverse categories (Robin Cockett and Chris Heunen).- Chapter 22.- Reductive logic, proof-search, and Coalgebra: A perspective from resource semantics (Alexander Gheorghiu, Simon Docherty, and David Pym).- Chapter 23. Lambek-Grishin calculus: Focusing, display and full polarization (Giuseppe Greco, Michael Moortgat, Valentin D. Richard, and Apostolos Tzimoulis).- Chapter 24. On strictifying extensional reflexivity in compact closed categories (Peter Hines).- Chapter 25.- Semantics for a Lambda calculus for string diagrams (Bert Lindenhovius, Michael Mislove, and Vladimir Zamdzhiev).- Chapter 26. Retracing some paths in categorical semantics: From process-propositions-as-types to categorified reals and computers (Dusko Pavlovic).- Part 6. Probabilistic computation. Chapter 27. (Towards a) Statistical probabilistic Lazy Lambda calculus (Radha Jagadeesan).- Chapter 28. Multisets and distributions, in drawing and learning (Bart Jacobs).- Chapter 29. Structure in machine learning (Prakash Panangaden).

Professor Alessandra Palmigiano is the Chair of Logic and Management Theory at the Department of Ethics, Governance and Society of the School of Business and Economics at the VU Amsterdam. She is an expert in algebraic, duality-theoretic and proof-theoretic methods in logic, with a focus on the logics for social behaviour.Mehrnoosh Sadrzadeh is a Professor of Computer Science and a senior Royal Academy of Engineering Research Fellow at the department of Computer Science, University College London. Her expertise in on unified logical and statistical models of natural language with a focus on algebras of vector spaces, categorical models and substructural logics.

• Part 1. Duality and domains in logical form.- Chapter 1. Duality, intensionality, and contextuality: Philosophy of category theory and the categorical unity of science in Samson Abramsky (Yoshihiro Maruyama).- Chapter 2. Minimisation in logical form (Nick Bezhanishvili, Marcello Bonsangue, Helle Hvid Hansen, Dexter Kozen, Clemens Kupke, Prakash Panangaden, and Alexandra Silva).- Chapter 3. A Cook’s tour of duality in logic: From quantifiers, through Vietoris, to measures (Mai Gehrke, Tomas Jakl, and Luca Reggio).- Chapter 4. Stone duality for relations (Alexander Kurz, Andrew Moshier, and Achim Jung).- Part 2. Game semantics.- Chapter 5. The mays and musts of concurrent strategies (Simon Castellan, Pierre Clairambault, and Glynn Winskel).- Chapter 6. A tale of additives and concurrency in game semantics (Pierre Clairambault).- Chapter 7. The far side of the cube: An elementary introduction to game semantics (Dan Ghica).- Chapter 8. An axiomatic account of a fully abstract game semantics for general references (Jim Laird and  Guy McCusker).- Chapter 9. Deconstructing general references via game semantics (Andrzej S. Murawski and Nikos Tzevelekos).- Chapter 10. The game semantics of game theory (Jules Hedges).- Part 3. Contextuality and quantum computation.- Chapter 11. Consistency, acyclicity, and positive semirings (Albert Atserias and Phokion G. Kolaitis).- Chapter 12. Closing bell, boxing black box simulations in the resource theory of contextuality (Rui Soares Barbosa, Martti Karvonen, and Shane Mansfield).- Chapter 13. Describing and animating quantum protocols (Richard Bornat and Rajagopal Nagarajan).- Chapter 14. The Contextuality-by-default view of the Sheaf-Theoretic approach to contextuality (Ehtibar Dzhafarov).- Chapter 15. Godel, Escher, Bell, contextual semantics for logical paradoxes (Kohei Kishida).- Chapter 16. Putting paradoxes to work: Contextuality in measurement-based quantum computation (Robert Raussendorf).- Part 4. Game comonads and descriptive complexity.- Chapter 17. Monadic Monadic second order logic (Mikolaj Bojanczyk, Bartek Klin, and Julian Salamanca).- Chapter 18. Constraint satisfaction, graph isomorphism, and the pebbling comonad (Anuj Dawar).- Chapter 19. The strategic balance of games in logic (Jouko Vaananen).- Part 5. Categorical  and logical semantics.- Chapter 20. Compositionality in context (Alexandru Baltag, Johan van Benthem, and Dag Westerstahl).- Chapter 21. Compact inverse categories (Robin Cockett and Chris Heunen).- Chapter 22.- Reductive logic, proof-search, and Coalgebra: A perspective from resource semantics (Alexander Gheorghiu, Simon Docherty, and David Pym).- Chapter 23. Lambek-Grishin calculus: Focusing, display and full polarization (Giuseppe Greco, Michael Moortgat, Valentin D. Richard, and Apostolos Tzimoulis).- Chapter 24. On strictifying extensional reflexivity in compact closed categories (Peter Hines).- Chapter 25.- Semantics for a Lambda calculus for string diagrams (Bert Lindenhovius, Michael Mislove, and Vladimir Zamdzhiev).- Chapter 26. Retracing some paths in categorical semantics: From process-propositions-as-types to categorified reals and computers (Dusko Pavlovic).- Part 6. Probabilistic computation. Chapter 27. (Towards a) Statistical probabilistic Lazy Lambda calculus (Radha Jagadeesan).- Chapter 28. Multisets and distributions, in drawing and learning (Bart Jacobs).- Chapter 29. Structure in machine learning (Prakash Panangaden).

Professor Alessandra Palmigiano is the Chair of Logic and Management Theory at the Department of Ethics, Governance and Society of the School of Business and Economics at the VU Amsterdam. She is an expert in algebraic, duality-theoretic and proof-theoretic methods in logic, with a focus on the logics for social behaviour.Mehrnoosh Sadrzadeh is a Professor of Computer Science and a senior Royal Academy of Engineering Research Fellow at the department of Computer Science, University College London. Her expertise in on unified logical and statistical models of natural language with a focus on algebras of vector spaces, categorical models and substructural logics.

• Part 1. Duality and domains in logical form.- Chapter 1. Duality, intensionality, and contextuality: Philosophy of category theory and the categorical unity of science in Samson Abramsky (Yoshihiro Maruyama).- Chapter 2. Minimisation in logical form (Nick Bezhanishvili, Marcello Bonsangue, Helle Hvid Hansen, Dexter Kozen, Clemens Kupke, Prakash Panangaden, and Alexandra Silva).- Chapter 3. A Cook’s tour of duality in logic: From quantifiers, through Vietoris, to measures (Mai Gehrke, Tomas Jakl, and Luca Reggio).- Chapter 4. Stone duality for relations (Alexander Kurz, Andrew Moshier, and Achim Jung).- Part 2. Game semantics.- Chapter 5. The mays and musts of concurrent strategies (Simon Castellan, Pierre Clairambault, and Glynn Winskel).- Chapter 6. A tale of additives and concurrency in game semantics (Pierre Clairambault).- Chapter 7. The far side of the cube: An elementary introduction to game semantics (Dan Ghica).- Chapter 8. An axiomatic account of a fully abstract game semantics for general references (Jim Laird and  Guy McCusker).- Chapter 9. Deconstructing general references via game semantics (Andrzej S. Murawski and Nikos Tzevelekos).- Chapter 10. The game semantics of game theory (Jules Hedges).- Part 3. Contextuality and quantum computation.- Chapter 11. Consistency, acyclicity, and positive semirings (Albert Atserias and Phokion G. Kolaitis).- Chapter 12. Closing bell, boxing black box simulations in the resource theory of contextuality (Rui Soares Barbosa, Martti Karvonen, and Shane Mansfield).- Chapter 13. Describing and animating quantum protocols (Richard Bornat and Rajagopal Nagarajan).- Chapter 14. The Contextuality-by-default view of the Sheaf-Theoretic approach to contextuality (Ehtibar Dzhafarov).- Chapter 15. Godel, Escher, Bell, contextual semantics for logical paradoxes (Kohei Kishida).- Chapter 16. Putting paradoxes to work: Contextuality in measurement-based quantum computation (Robert Raussendorf).- Part 4. Game comonads and descriptive complexity.- Chapter 17. Monadic Monadic second order logic (Mikolaj Bojanczyk, Bartek Klin, and Julian Salamanca).- Chapter 18. Constraint satisfaction, graph isomorphism, and the pebbling comonad (Anuj Dawar).- Chapter 19. The strategic balance of games in logic (Jouko Vaananen).- Part 5. Categorical  and logical semantics.- Chapter 20. Compositionality in context (Alexandru Baltag, Johan van Benthem, and Dag Westerstahl).- Chapter 21. Compact inverse categories (Robin Cockett and Chris Heunen).- Chapter 22.- Reductive logic, proof-search, and Coalgebra: A perspective from resource semantics (Alexander Gheorghiu, Simon Docherty, and David Pym).- Chapter 23. Lambek-Grishin calculus: Focusing, display and full polarization (Giuseppe Greco, Michael Moortgat, Valentin D. Richard, and Apostolos Tzimoulis).- Chapter 24. On strictifying extensional reflexivity in compact closed categories (Peter Hines).- Chapter 25.- Semantics for a Lambda calculus for string diagrams (Bert Lindenhovius, Michael Mislove, and Vladimir Zamdzhiev).- Chapter 26. Retracing some paths in categorical semantics: From process-propositions-as-types to categorified reals and computers (Dusko Pavlovic).- Part 6. Probabilistic computation. Chapter 27. (Towards a) Statistical probabilistic Lazy Lambda calculus (Radha Jagadeesan).- Chapter 28. Multisets and distributions, in drawing and learning (Bart Jacobs).- Chapter 29. Structure in machine learning (Prakash Panangaden).