If set to true, this indicates to the package server that any package operations are part of a continuous integration (CI) system for the purposes of gathering package usage statistics. JULIA_NUM_PRECOMPILE_TASKS types, Arrays and Dicts should be used. • The typical Julia workflow for prototyping also uses continuous manipulation of the image, imple- mented with the Revise.jl package. • For performance, Julia Instant – Type. Instant Instant types represent integer-based, machine representations of time as continuous timelines start- ing from an epoch. Dates.UTInstant – Type. UTInstant{T} The UTInstant represents

If set to true, this indicates to the package server that any package operations are part of a continuous integration (CI) system for the purposes of gathering package usage statistics. JULIA_NUM_PRECOMPILE_TASKS types, Arrays and Dicts should be used. • The typical Julia workflow for prototyping also uses continuous manipulation of the image, imple- mented with the Revise.jl package. • For performance, Julia Instant – Type. Instant Instant types represent integer-based, machine representations of time as continuous timelines start- ing from an epoch. Dates.UTInstant – Type. UTInstant{T} The UTInstant represents

If set to true, this indicates to the package server that any package operations are part of a continuous integration (CI) system for the purposes of gathering package usage statistics. JULIA_NUM_PRECOMPILE_TASKS types, Arrays and Dicts should be used. • The typical Julia workflow for prototyping also uses continuous manipulation of the image, implemented with the Revise.jl package. • For performance, Julia prefers Instant – Type. Instant Instant types represent integer-based, machine representations of time as continuous timelines starting from an epoch. Dates.UTInstant – Type. UTInstant{T} The UTInstant represents

If set to true, this indicates to the package server that any package operations are part of a continuous integration (CI) system for the purposes of gathering package usage statistics.CHAPTER 30. ENVIRONMENT types, Arrays and Dicts should be used. • The typical Julia workflow for prototyping also uses continuous manipulation of the image, imple- mented with the Revise.jl package. • For performance, Julia Instant – Type. Instant Instant types represent integer-based, machine representations of time as continuous timelines start- ing from an epoch. Dates.UTInstant – Type. UTInstant{T} The UTInstant represents

If set to true, this indicates to the package server that any package operations are part of a continuous integration (CI) system for the purposes of gathering package usage statistics.CHAPTER 30. ENVIRONMENT types, Arrays and Dicts should be used. • The typical Julia workflow for prototyping also uses continuous manipulation of the image, imple- mented with the Revise.jl package. • For performance, Julia Instant – Type. Instant Instant types represent integer-based, machine representations of time as continuous timelines start- ing from an epoch. Dates.UTInstant – Type. UTInstant{T} The UTInstant represents

If set to true, this indicates to the package server that any package operations are part of a continuous integration (CI) system for the purposes of gathering package usage statistics.CHAPTER 30. ENVIRONMENT types, Arrays and Dicts should be used. • The typical Julia workflow for prototyping also uses continuous manipulation of the image, imple- mented with the Revise.jl package. • For performance, Julia Instant – Type. Instant Instant types represent integer-based, machine representations of time as continuous timelines start- ing from an epoch. Dates.UTInstant – Type. UTInstant{T} The UTInstant represents

If set to true, this indicates to the package server that any package operations are part of a continuous integration (CI) system for the purposes of gathering package usage statistics.CHAPTER 30. ENVIRONMENT types, Arrays and Dicts should be used. • The typical Julia workflow for prototyping also uses continuous manipulation of the image, imple- mented with the Revise.jl package. • For performance, Julia Instant – Type. Instant Instant types represent integer-based, machine representations of time as continuous timelines start- ing from an epoch. Dates.UTInstant – Type. UTInstant{T} The UTInstant represents

If set to true, this indicates to the package server that any package operations are part of a continuous integration (CI) system for the purposes of gathering package usage statistics.CHAPTER 30. ENVIRONMENT types, Arrays and Dicts should be used. • The typical Julia workflow for prototyping also uses continuous manipulation of the image, imple- mented with the Revise.jl package. • For performance, Julia Instant – Type. Instant Instant types represent integer-based, machine representations of time as continuous timelines start- ing from an epoch. Dates.UTInstant – Type. UTInstant{T} The UTInstant represents

types, Arrays and Dicts should be used. • The typical Julia workflow for prototyping also uses continuous manipulation of the image, implemented with the Revise.jl package. • Bignums are supported, but Instant – Type. Instant Instant types represent integer-based, machine representations of time as continuous timelines starting from an epoch. Dates.UTInstant – Type. UTInstant{T} The UTInstant represents hyperbolic cotangent of A. LinearAlgebra.lyap – Function. lyap(A, C) Computes the solution X to the continuous Lyapunov equation AX + XA' + C = 0, where no eigenvalue of A has a zero real part and no two eigenvalues

types, Arrays and Dicts should be used. • The typical Julia workflow for prototyping also uses continuous manipulation of the image, implemented with the Revise.jl package. • Bignums are supported, but Instant – Type. Instant Instant types represent integer-based, machine representations of time as continuous timelines starting from an epoch. Dates.UTInstant – Type. UTInstant{T} The UTInstant represents hyperbolic cotangent of A. LinearAlgebra.lyap – Function. lyap(A, C) Computes the solution X to the continuous Lyapunov equation AX + XA' + C = 0, where no eigenvalue of A has a zero real part and no two eigenvalues