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  • epub文档 Agda User Manual v2.6.0.1

    truncated type is a proposition. ; ∥∥-recursion -- Non-dependent elimination. ; ∥∥-induction -- Dependent elimination. ) In order to get access to only the HoTT/UF primitives start
    0 码力 | 256 页 | 247.15 KB | 1 年前
    3

  • epub文档 Agda User Manual v2.6.0

    truncated type is a proposition. ; ∥∥-recursion -- Non-dependent elimination. ; ∥∥-induction -- Dependent elimination. ) In order to get access to only the HoTT/UF primitives start
    0 码力 | 256 页 | 246.87 KB | 1 年前
    3

  • pdf文档 Agda User Manual v2.6.0

    ‖‖-isProp -- A truncated type is a proposition. ; ‖‖-recursion -- Non-dependent elimination. ; ‖‖-induction -- Dependent elimination. ) In order to get access to only the HoTT/UF primitives start a file as
    0 码力 | 191 页 | 857.07 KB | 1 年前
    3

  • pdf文档 Agda User Manual v2.6.0.1

    ‖‖-isProp -- A truncated type is a proposition. ; ‖‖-recursion -- Non-dependent elimination. ; ‖‖-induction -- Dependent elimination. ) In order to get access to only the HoTT/UF primitives start a file as
    0 码力 | 191 页 | 857.57 KB | 1 年前
    3

  • epub文档 Agda User Manual v2.6.1.3

    truncated type is a proposition. ; ∥∥-recursion -- Non-dependent elimination. ; ∥∥-induction -- Dependent elimination. ) In order to get access to only the HoTT/UF primitives start
    0 码力 | 305 页 | 375.80 KB | 1 年前
    3

  • epub文档 Agda User Manual v2.6.1.2

    truncated type is a proposition. ; ∥∥-recursion -- Non-dependent elimination. ; ∥∥-induction -- Dependent elimination. ) In order to get access to only the HoTT/UF primitives start
    0 码力 | 304 页 | 375.60 KB | 1 年前
    3

  • epub文档 Agda User Manual v2.6.1.1

    truncated type is a proposition. ; ∥∥-recursion -- Non-dependent elimination. ; ∥∥-induction -- Dependent elimination. ) In order to get access to only the HoTT/UF primitives start
    0 码力 | 297 页 | 375.42 KB | 1 年前
    3

  • epub文档 Agda User Manual v2.6.1

    truncated type is a proposition. ; ∥∥-recursion -- Non-dependent elimination. ; ∥∥-induction -- Dependent elimination. ) In order to get access to only the HoTT/UF primitives start
    0 码力 | 297 页 | 375.42 KB | 1 年前
    3

  • pdf文档 Agda User Manual v2.6.1.2

    ‖‖-isProp -- A truncated type is a proposition. ; ‖‖-recursion -- Non-dependent elimination. ; ‖‖-induction -- Dependent elimination. ) In order to get access to only the HoTT/UF primitives start a file as
    0 码力 | 227 页 | 1.04 MB | 1 年前
    3

  • pdf文档 Agda User Manual v2.6.1

    ‖‖-isProp -- A truncated type is a proposition. ; ‖‖-recursion -- Non-dependent elimination. ; ‖‖-induction -- Dependent elimination. ) In order to get access to only the HoTT/UF primitives start a file as
    0 码力 | 227 页 | 1.04 MB | 1 年前
    3
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