sevaluator

package
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Published: Mar 1, 2024 License: MIT Imports: 7 Imported by: 0

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Constants

This section is empty.

Variables

This section is empty.

Functions

func CaseSensitive

func CaseSensitive(e *RuleEvaluator)

CaseSensitive turns off the default Sigma behaviour that string operations are by default case-insensitive This can increase performance (especially for larger events) by skipping expensive calls to strings.ToLower

func FuzzRuleMatches

func FuzzRuleMatches(data []byte) int

Fuzz function that checks if a given input byte slice can trigger an alteration to the system

func SendMessageToOpenAI

func SendMessageToOpenAI(apiKey, content string) (string, error)

SendMessageToOpenAI sends a message to OpenAI and returns the response

Types

type OpenAIClient

type OpenAIClient struct {
	*openai.Client
}

OpenAIClient implements OpenAIService

func NewOpenAIClient

func NewOpenAIClient(apiKey string) *OpenAIClient

NewOpenAIClient creates a new OpenAIClient instance

type OpenAIService

type OpenAIService interface {
	CreateChatCompletion(context.Context, openai.ChatCompletionRequest) (*openai.ChatCompletionResponse, error)
}

OpenAIService interface defines the operations for OpenAI service

type Option

type Option func(*RuleEvaluator)

Option is a function that takes a RuleEvaluator pointer and modifies its configuration

func WithConfig

func WithConfig(config ...sigma.Config) Option

WithConfig returns an Option that sets the provided Sigma configs to the RuleEvaluator. The configs are used to initialize the RuleEvaluator, which creates field mappings and indexes for efficient evaluation of Sigma rules. The configs should be provided in the order of precedence, and the function will append them to the RuleEvaluator's config slice. After the configs are set, the function will recalculate the RuleEvaluator's indexes and field mappings.

func WithPlaceholderExpander

func WithPlaceholderExpander(f func(ctx context.Context, placeholderName string) ([]string, error)) Option

WithPlaceholderExpander returns an Option that sets the provided function as the placeholder expander for the RuleEvaluator. The placeholder expander is used to expand any placeholders that might be present in the Sigma rule before evaluation. The provided function should take a context and a placeholder name and return a slice of strings that replace the placeholder in the Sigma rule. If an error occurs during the expansion process, the function should return an error.

type Result

type Result struct {
	Searches    map[string][]string // The map of search identifiers to their result values
	Conditions  map[int][]string    // The map of condition indices to their result values
	SourceTypes map[int]string      // The map of sourcetype indices to their result values
	Queries     map[int]string      // The map of query indices to their result values
}

Result represents the evaluation result of a Sigma rule. It contains the search, condition, aggregation, and query results of the rule evaluation.

type RuleEvaluator

type RuleEvaluator struct {
	sigma.Rule
	// contains filtered or unexported fields
}

RuleEvaluator represents a rule evaluator that is capable of computing the search, condition, and query results of a Sigma rule. It holds the rule configuration, search conditions, and field mappings necessary to apply the rule to log events and generate the query results.

func ForRule

func ForRule(rule sigma.Rule, options ...Option) *RuleEvaluator

ForRule constructs a new RuleEvaluator with the given Sigma rule and evaluation options. It applies any provided options to the new RuleEvaluator and returns it.

func (RuleEvaluator) Alters

func (rule RuleEvaluator) Alters(ctx context.Context) (Result, error)

This function returns a Result object containing the evaluation results for the rule's Detection field. It uses the evaluateSearch, evaluateSearchExpression and evaluateAggregationExpression functions to compute the results.

func (RuleEvaluator) Indexes

func (rule RuleEvaluator) Indexes() []string

The Indexes method returns the possible indexes for the current rule

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