flatten directory structure to appease dr koebbe
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3
compile.sh
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3
compile.sh
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#!/bin/sh
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ar rcs lizfcm.a src/*
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39
lizfcm.asd
39
lizfcm.asd
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(asdf:defsystem "lizfcm"
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:version "0.1.0"
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:author "Elizabeth Hunt"
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:license "MIT"
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:components ((:module "src"
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:components
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((:module "utils"
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:components
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((:file "within-range" :depends-on ("package"))
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(:file "table" :depends-on ("package"))
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(:file "package")))
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(:module "approx"
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:components
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((:file "maceps" :depends-on ("package"))
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(:file "derivative" :depends-on ("package"))
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(:file "package")))
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(:module "vector"
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:components
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((:file "distance" :depends-on ("norm" "package"))
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(:file "norm" :depends-on ("package"))
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(:file "package")))))))
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(asdf:defsystem "lizfcm/tests"
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:author "Elizabeth Hunt"
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:license "MIT"
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:depends-on (:fiveam
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:lizfcm)
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:components ((:module "tests"
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:components
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((:file "table" :depends-on ("suite"))
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(:file "maceps" :depends-on ("suite"))
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(:file "approx" :depends-on ("suite"))
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(:file "vector" :depends-on ("suite"))
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(:file "suite"))))
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:perform (asdf:test-op (o c) (uiop:symbol-call
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:fiveam :run!
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(uiop:find-symbol* :lizfcm-test-suite :lizfcm/tests))))
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@ -8,10 +8,18 @@
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(/ (- y2 y1)
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(- x2 x1))))
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(defun fwd-derivative-at (f x &optional (delta 0.01))
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(defun forward-derivative-at (f x &optional (delta 0.01))
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(let* ((x2 (+ x delta))
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(x1 x)
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(y2 (apply f (list x2)))
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(y1 (apply f (list x1))))
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(/ (- y2 y1)
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(- x2 x1))))
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(defun backward-derivative-at (f x &optional (delta 0.01))
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(let* ((x2 x)
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(x1 (- x delta))
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(y2 (apply f (list x2)))
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(y1 (apply f (list x1))))
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(/ (- y2 y1)
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(- x2 x1))))
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@ -2,5 +2,6 @@
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(defpackage lizfcm.approx
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(:use :cl)
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(:export :central-derivative-at
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:fwd-derivative-at
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:forward-derivative-at
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:backward-derivative-at
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:compute-maceps))
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32
src/lizfcm.asd
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32
src/lizfcm.asd
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(asdf:defsystem "lizfcm"
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:version "0.1.0"
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:author "Elizabeth Hunt"
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:license "MIT"
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:components
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((:file "utils,within-range" :depends-on ("utils,package"))
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(:file "utils,table" :depends-on ("utils,package"))
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(:file "utils,package")
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(:file "approx,maceps" :depends-on ("approx,package"))
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(:file "approx,derivative" :depends-on ("approx,package"))
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(:file "approx,package")
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(:file "vector,distance" :depends-on ("vector,norm" "vector,package"))
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(:file "vector,norm" :depends-on ("vector,package"))
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(:file "vector,package")))
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(asdf:defsystem "lizfcm/tests"
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:author "Elizabeth Hunt"
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:license "MIT"
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:depends-on
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(:fiveam
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:lizfcm)
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:components
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((:file "tests,table" :depends-on ("tests,suite"))
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(:file "tests,maceps" :depends-on ("tests,suite"))
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(:file "tests,approx" :depends-on ("tests,suite"))
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(:file "tests,vector" :depends-on ("tests,suite"))
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(:file "tests,suite"))
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:perform
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(asdf:test-op (o c) (uiop:symbol-call
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:fiveam :run!
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(uiop:find-symbol* :lizfcm-test-suite :lizfcm/tests))))
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@ -1,7 +0,0 @@
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(in-package :cl-user)
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(defpackage lizfcm.vector
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(:use :cl)
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(:export
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:n-norm
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:max-norm
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:distance))
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@ -34,3 +34,15 @@
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(forward-derivative-at f x delta)
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f-prime-at-x
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accepted-delta))))
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(test bwd-derivative-at
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:description "backward derivative at is within bounds"
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(let ((f (lambda (x) (* x x)))
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(x 2)
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(accepted-delta 0.02)
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(f-prime-at-x 4)
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(delta 0.01))
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(is (within-range-p
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(backward-derivative-at f x delta)
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f-prime-at-x
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accepted-delta))))
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