Erakusten 1 - 17 emaitzak -- 17 bilaketa honetara '"Linear equations Boundary problems"', Bilaketaren denbora: 0,04s Findu emaitzak
  1. 1
    mathematical programming and the numerical solution of linear equations
    nork Rust, Bert W
    Argitaratua 1972
    Gaiak: “...Linear equations Boundary problems Differential equations Binominal equations Mathematical...”
    Printed Book
  2. 2
    Integer programming
    nork Salkin, Harvey M
    Argitaratua 1975
    Gaiak: “...Linear equations Boundary problems Differential equations Binominal equations Integer programming...”
    Printed Book
  3. 3
    Functional analysis and related fields [proceedings]
    nork Browder, Felix E
    Argitaratua 1970
    Gaiak: “...Functional equations Linear equations Boundary problems Differential equations Binominal equations...”
    Printed Book
  4. 4
    Generalized functions: properties and operations
    nork Gelfand, I.M
    Argitaratua 1964
    Gaiak: “...Functional equations Linear equations Boundary problems Differential equations Binominal equations...”
    Printed Book
  5. 5
    Generalized functions: spaces of fundamental and generalised functions
    nork Gelfand, I.M
    Argitaratua 1964
    Gaiak: “...Functional equations Linear equations Boundary problems Differential equations Binominal equations...”
    Printed Book
  6. 6
    Generalized functions
    nork Gelfand, I.M
    Argitaratua 1964
    Gaiak: “...Functional equations Linear equations Boundary problems Differential equations Binominal equations...”
    Printed Book
  7. 7
    Generalized functions
    nork Gelfand, I.M
    Argitaratua 1964
    Gaiak: “...Functional equations Linear equations Boundary problems Differential equations Binominal equations...”
    Printed Book
  8. 8
    Generalized functions: applications of harmonic analysis
    nork Gelfand, I.M
    Argitaratua 1964
    Gaiak: “...Functional equations Linear equations Boundary problems Differential equations Binominal equations...”
    Printed Book
  9. 9
    Elementary differential equations and boundary value problems
    nork Boyce, William E.
    Argitaratua 1969
    Gaiak: “...Linear equations Boundary problems Differential equations Binominal equations ele.diff.equations...”
    Printed Book
  10. 10
    Integral oerators in the theory of linear partial differential euqations
    nork Bergman, Stephen
    Argitaratua 1971
    Gaiak: “...Linear equations Boundary problems Differential equations Binominal equations linear diff...”
    Printed Book
  11. 11
    Partial differential equations : an introduction
    nork Epstein, Bernard
    Argitaratua 1962
    Gaiak: “...Linear equations Boundary problems Differential equations Binominal equations Partial differential...”
    Printed Book
  12. 12
    Introduction to partial differential equations
    nork Greenspan, Donald
    Argitaratua 1961
    Gaiak: “...Linear equations Boundary problems Differential equations Binominal equations Partial differential...”
    Printed Book
  13. 13
    Partial differential equations
    nork John, F
    Argitaratua 1975
    Gaiak: “...Linear equations Boundary problems Differential equations Binominal equations Partial differential...”
    Printed Book
  14. 14
    Theory of partial differential equations
    nork Liebertein, H. Melvin
    Argitaratua 1972
    Gaiak: “...Linear equations Boundary problems Differential equations Binominal equations Partial differential...”
    Printed Book
  15. 15
    Elements of partial differential equations
    nork Sneddon, Ian N
    Argitaratua 1957
    Gaiak: “...Linear equations Boundary problems Differential equations Binominal equations Partial differential...”
    Printed Book
  16. 16
    Introduction to partial differential equations
    nork Folland, Gerald B.
    Argitaratua 1995
    Gaiak: “... equationsBoundary problems...”
    Printed Book
  17. 17
    Interoduction to linear programming
    nork Kim, Ghaiho
    Argitaratua 1971
    Gaiak: “...Linear equations Boundary problems Differential equations Binominal equations Liner programming...”
    Printed Book
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