`import "github.com/jeffchao/backoff"`

Package backoff is a utility for repeatedly retrying functions with support from a variety of backoff algorithms.

- type Backoff
- type ExponentialBackoff
- func Exponential() *ExponentialBackoff
- func (e *ExponentialBackoff) Next() bool
- func (e *ExponentialBackoff) Reset()
- func (e *ExponentialBackoff) Retry(f func() error) error
- type FibonacciBackoff
- func Fibonacci() *FibonacciBackoff
- func (fb *FibonacciBackoff) Next() bool
- func (fb *FibonacciBackoff) Reset()
- func (fb *FibonacciBackoff) Retry(f func() error) error
- type MILDBackoff

backoff.go exponential.go fibonacci.go mild.go pfb.go pleb.go

❖

type Backoff interface { // Compute and return the next backoff delay. Next() bool // Retry a function until an error or backoff delay condition is met. Retry(func() error) error // Reset the backoff delay to its initial value. Reset() }

Backoff is an interface for any type that can implement a backoff algorithm and maintain its current state.

❖

type ExponentialBackoff struct { Retries int MaxRetries int Delay time.Duration Interval time.Duration // time.Second, time.Millisecond, etc. }

ExponentialBackoff implements the Backoff interface. It represents an instance that keeps track of retries, delays, and intervals for the fibonacci backoff algorithm. This struct is instantiated by the Exponential() function.

❖

func Exponential() *ExponentialBackoff

Exponential creates a new instance of ExponentialBackoff.

❖

func (e *ExponentialBackoff) Next() bool

Next gets the next backoff delay. This method will increment the retries and check if the maximum number of retries has been met. If this condition is satisfied, then the function will return. Otherwise, the next backoff delay will be computed.

The exponential backoff delay is computed as follows: `n = 2^c - 1` where `n` is the backoff delay and `c` is the number of retries.

Example, given a 1 second interval:

Retry # Backoff delay (in seconds) 0 0 1 1 2 3 3 7 4 15 5 31

❖

func (e *ExponentialBackoff) Reset()

Reset will reset the retry count and the backoff delay back to its initial state.

❖

func (e *ExponentialBackoff) Retry(f func() error) error

Retry will retry a function until the maximum number of retries is met. This method expects the function `f` to return an error. If the failure condition is met, this method will surface the error outputted from `f`, otherwise nil will be returned as normal.

❖

type FibonacciBackoff struct { Retries int MaxRetries int Delay time.Duration Interval time.Duration // time.Second, time.Millisecond, etc. Slots []time.Duration }

FibonacciBackoff implements the Backoff interface. It represents an instance that keeps track of retries, delays, and intervals for the fibonacci backoff algorithm. This struct is instantiated by the Fibonacci() function.

❖

func Fibonacci() *FibonacciBackoff

Fibonacci creates a new instance of FibonacciBackoff.

❖

func (fb *FibonacciBackoff) Next() bool

Next gets the next backoff delay. This method will increment the retries and check if the maximum number of retries has been met. If this condition is satisfied, then the function will return. Otherwise, the next backoff delay will be computed.

The fibonacci backoff delay is computed as follows: `n = fib(c - 1) + fib(c - 2); f(0) = 0, f(1) = 1; n >= 0.` where `n` is the backoff delay and `c` is the retry slot.

This method maintains a slice of time.Duration to save on fibonacci computation.

Example, given a 1 second interval:

Retry # Backoff delay (in seconds) 1 0 2 1 3 1 4 2 5 3 6 5 7 8 8 13

❖

func (fb *FibonacciBackoff) Reset()

Reset will reset the retry count, the backoff delay, and backoff slots back to its initial state.

❖

func (fb *FibonacciBackoff) Retry(f func() error) error

Retry will retry a function until the maximum number of retries is met. This method expects the function `f` to return an error. If the failure condition is met, this method will surface the error outputted from `f`, otherwise nil will be returned as normal.

❖

type MILDBackoff struct { Retries int MaxRetries int Delay time.Duration Interval time.Duration // time.Second, time.Millisecond, etc. Slots []time.Duration }

MILDBackoff implements the Backoff interface. It represents an instance that keeps track of retries, delays, and intervals for the fibonacci backoff algorithm. This struct is instantiated by the MILD() function.

❖

func MILD() *MILDBackoff

MILD creates a new instance of MILDBackoff.

❖

func (m *MILDBackoff) Next() bool

Next gets the next backoff delay. This method will increment the retries and check if the maximum number of retries has been met. If this condition is satisfied, then the function will return. Otherwise, the next backoff delay will be computed.

The MILD backoff delay is computed as follows: `n = min(1.5 * n, len(slots)) upon failure; n = max(slots(c) - 1, 0) upon success; n(0) = 0, n(1) = 1` where `n` is the backoff delay, `c` is the retry slot, and `slots` is an array of retry delays.

This means a method must repeatedly succeed until `slots` is empty for the overall backoff mechanism to terminate. Conversely, a repeated number of failures until the maximum number of retries will result in a failure.

Example, given a 1 second interval, with max retries of 5:

Retry # Backoff delay (in seconds) success/fail 1 1 fail 2 1.5 fail 3 1 success 4 1.5 fail 5 2.25 fail Retry # Backoff delay (in seconds) success/fail 1 1 fail 2 1.5 fail 3 1 success 4 0 success 5 - success

❖

func (m *MILDBackoff) Reset()

Reset will reset the retry count, the backoff delay, and backoff slots back to its initial state.

❖

func (m *MILDBackoff) Retry(f func() error) error

Retry will retry a function until the maximum number of retries is met. This method expects the function `f` to return an error. If the failure condition is met, this method will surface the error outputted from `f`, otherwise nil will be returned as normal.

Package backoff imports 2 packages (graph) and is imported by 1 packages. Updated 2016-07-21. Refresh now. Tools for package owners.