Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. Bernstein and M. Kashiwara) is essentially a branch of algebraic geometry but it has deep connections with analysis and applications to many other fields of mathematics […]
Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. Bernstein and M. Kashiwara) is essentially a branch of algebraic geometry but it has deep connections with analysis and applications to many other fields of mathematics […]
Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. Bernstein and M. Kashiwara) is essentially a branch of algebraic geometry but it has deep connections with analysis and applications to many other fields of mathematics […]
Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. Bernstein and M. Kashiwara) is essentially a branch of algebraic geometry but it has deep connections with analysis and applications to many other fields of mathematics […]
Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. Bernstein and M. Kashiwara) is essentially a branch of algebraic geometry but it has deep connections with analysis and applications to many other fields of mathematics […]
Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. Bernstein and M. Kashiwara) is essentially a branch of algebraic geometry but it has deep connections with analysis and applications to many other fields of mathematics […]
Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. Bernstein and M. Kashiwara) is essentially a branch of algebraic geometry but it has deep connections with analysis and applications to many other fields of mathematics […]
Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. Bernstein and M. Kashiwara) is essentially a branch of algebraic geometry but it has deep connections with analysis and applications to many other fields of mathematics […]
Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. Bernstein and M. Kashiwara) is essentially a branch of algebraic geometry but it has deep connections with analysis and applications to many other fields of mathematics […]
Speaker: Alexander Braverman (Brown) Title: “ALGEBRAIC D-MODULES” Abstract: “The theory of algebraic D-modules, also known as modules over rings of differential operators (whose creation began in the 1970’s in the works of J. Bernstein and M. Kashiwara) is essentially a branch of algebraic geometry but it has deep connections with analysis and applications to many other fields of mathematics […]