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  /system/tpm/trunks/
tpm_state.h 71 // Returns true iff the TPM supports the ECC NIST P-256 curve.
  /bootable/recovery/tools/dumpkey/
DumpPublicKey.java 73 * 5: 256-bit EC key with curve NIST P-256
78 throw new Exception("Curve must be NIST P-256");
  /device/google/marlin/
audio_policy_volumes_drc.xml 16 <!-- Volume section defines a volume curve for a given use case and device category.
17 It contains a list of points of this curve expressing the attenuation in Millibels for a given
  /device/google/muskie/
audio_policy_volumes.xml 16 <!-- Volume section defines a volume curve for a given use case and device category.
17 It contains a list of points of this curve expressing the attenuation in Millibels for a given
  /external/adhd/cras/
README.dbus-api 12 output-specific volume curve.
18 output-specific volume curve.
  /external/boringssl/src/crypto/evp/
p_ec_asn1.c 95 // The parameters are a named curve.
167 // Omit the redundant copy of the curve name. This contradicts RFC 5915 but
  /external/boringssl/src/crypto/x509/
x509_txt.c 181 return ("Suite B: invalid ECC curve");
185 return ("Suite B: curve not allowed for this LOS");
  /external/boringssl/src/include/openssl/
curve25519.h 27 // Curve25519 is an elliptic curve. See https://tools.ietf.org/html/rfc7748.
63 // Ed25519 is a signature scheme using a twisted-Edwards curve that is
  /external/dng_sdk/source/
dng_tag_values.h 357 // 2. Encode V coordinate using sRGB encoding curve.
360 // 5. Decode V coordinate using sRGB decoding curve (inverse of step 2).
  /external/libexif/libexif/olympus/
mnote-olympus-tag.c 70 {MNOTE_NIKON_TAG_CURVE, "Curve,", N_("Contrast Curve"), ""},
  /external/lmfit/
CHANGELOG 137 -- separate generic minimization and one-dimensional curve fitting
139 - replace curve-fitting demo
  /external/lmfit/man/
lmfit.7 145 \&\fBlmfit\fR is a C library for Levenberg-Marquardt least-squares minimization and curve fitting. It is mature code, based on decades-old algorithms from the \s-1FORTRAN\s0 library \s-1MINPACK.\s0
147 For fitting a data set {(x_i,y_i)|i=0,1,..} by a parametric curve f(x,t), see \fBlmcurve\fR(3).
  /external/python/cpython2/Doc/library/
gl.rst 101 Defines a nurbs curve. The length of ctlpoints is ``len(knots) - order``.
106 Defines a piecewise-linear curve. *points* is a list of points. *type* must be
  /external/python/cpython2/Lib/test/
ssl_servers.py 182 parser.add_argument('--curve-name', dest='curve_name', type=str,
184 help='curve name for EC-based Diffie-Hellman')
  /external/python/cpython3/Lib/test/
ssl_servers.py 182 parser.add_argument('--curve-name', dest='curve_name', type=str,
184 help='curve name for EC-based Diffie-Hellman')
  /external/wycheproof/
README.md 30 cryptographic algorithms, including RSA, elliptic curve crypto and
64 - Invalid curve attacks
  /frameworks/av/services/audiopolicy/config/
audio_policy_volumes.xml 16 <!-- Volume section defines a volume curve for a given use case and device category.
17 It contains a list of points of this curve expressing the attenuation in Millibels for a given
  /frameworks/base/core/java/android/view/animation/
PathInterpolator.java 69 * Create an interpolator for a quadratic Bezier curve. The end points
80 * Create an interpolator for a cubic Bezier curve. The end points
  /hardware/interfaces/keymaster/4.0/support/include/keymasterV4_0/
authorization_set.h 259 AuthorizationSetBuilder& EcdsaKey(EcCurve curve);
267 AuthorizationSetBuilder& EcdsaSigningKey(EcCurve curve);
  /packages/inputmethods/LatinIME/java/src/com/android/inputmethod/keyboard/internal/
HermiteInterpolator.java 20 * Interpolates XY-coordinates using Cubic Hermite Curve.
141 * with the slope of the tangent m1 at p1 and m2 at p2, the polynomial of cubic Hermite curve
  /prebuilts/go/darwin-x86/pkg/darwin_amd64/crypto/
elliptic.a 15 elliptic 0 |SGOROOTsrc cryptoelliptic.go Curve  Params CurveParamsP |S mathbig int.goIntnegabs :  nat.gonat  arith.goWord V|SaddBz·2Bx·3By·4BandB*esc:0x12B, esc:0x1B.4B andNotB*2B, esc:0x9B.4BbitBx·24 i·3 bitLenB<4 bytesB*4" buf·34i·1 clearBz·14cmpB<4By·34r·1convertWordsBq·1
117 ,@SetString@l? ? base·5@SetUint64@*?,@Sign@<4Sqrt@*?@,8@ String@<8 Sub@*?@,8@.8@Text@<8? ?@<4UnmarshalJSON@*8" text·3&UnmarshalText@*8"?&Xor@*?@,8@.8@lehmerGCD@*?@?8@?8@!modSqrt3Mod4Prime@*?@,8@?8@'modSqrtTonelliShanks@*?@,8@?@?@z·4?N? base·6@&setFromScanner@l?Nr·4?@4N@B@Gx@Gy@ BitSizeName l?>curve·38@ x1·48@ y1·58@ x2·68@ y2·78@@? Double>?8@?8@?8@@?IsOnCurve>curve·28@,8@.8>?2>?ScalarBaseMult>?8"?4@@!ScalarMult>?8@ Bx·48@ By·58"?4@@?addJacobian>curve·48 @ x1·58@ y1·68@ z1·78@ x2·88@ y2·98@ z2·108@@@/#affineFromJacobian>?8@~8@?8@z·68@ xOut·1@ yOut·2?doubleJacobian>?8@x·58@y·68@z·78@@@??@x@y?@x1@y1@x2@y2@?@??@?@?@?@??@?@?"k@?@??"?@?@?> ?GenerateKey<curve·5 ? Reader?"p?&? rand·6" priv·1@<@N&? ? Marshal<?@,4@.4" Unmarshal<?" data·44@?@y·2 pP256< P384< P521< R  p224.goP224< <autogenerated>init  ? bits bits.goLen?? <
229 go19ldiomath/bigsync?"".Curve.Add?0runtime.morestack_noctxt?
230 .this?type."".Curve?x1?$type.*math/big.Int?y1?x2?y2?x?y?Tgclocals·7ef76a8695508dd4be46185eacfb014d?Tgclocals·69c1753bd5f81501d95132d08af04464?.gofile..<autogenerated>?"".Curve.Double?Tgclocals·4c18320792dd6a35b5e54b1ce722ff6e?$"".Curve.IsOnCurve?~r3?type.bool?Tgclocals·00a7bcf12fe794553c60a5677df371f1?"".Curve.Params?~r1?(type.*"".CurveParams?Tgclocals·522734ad228da40e2256ba19cf2bc72c?."".Curve.ScalarB (…)
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  /prebuilts/go/linux-x86/pkg/linux_amd64/crypto/
elliptic.a 15 elliptic 0 |SGOROOTsrc cryptoelliptic.go Curve  Params CurveParamsP |S mathbig int.goIntnegabs :  nat.gonat  arith.goWord V|SaddBz·2Bx·3By·4BandB*esc:0x12B, esc:0x1B.4B andNotB*2B, esc:0x9B.4BbitBx·24 i·3 bitLenB<4 bytesB*4" buf·34i·1 clearBz·14cmpB<4By·34r·1convertWordsBq·1
117 ,@SetString@l? ? base·5@SetUint64@*?,@Sign@<4Sqrt@*?@,8@ String@<8 Sub@*?@,8@.8@Text@<8? ?@<4UnmarshalJSON@*8" text·3&UnmarshalText@*8"?&Xor@*?@,8@.8@lehmerGCD@*?@?8@?8@!modSqrt3Mod4Prime@*?@,8@?8@'modSqrtTonelliShanks@*?@,8@?@?@z·4?N? base·6@&setFromScanner@l?Nr·4?@4N@B@Gx@Gy@ BitSizeName l?>curve·38@ x1·48@ y1·58@ x2·68@ y2·78@@? Double>?8@?8@?8@@?IsOnCurve>curve·28@,8@.8>?2>?ScalarBaseMult>?8"?4@@!ScalarMult>?8@ Bx·48@ By·58"?4@@?addJacobian>curve·48 @ x1·58@ y1·68@ z1·78@ x2·88@ y2·98@ z2·108@@@/#affineFromJacobian>?8@~8@?8@z·68@ xOut·1@ yOut·2?doubleJacobian>?8@x·58@y·68@z·78@@@??@x@y?@x1@y1@x2@y2@?@??@?@?@?@??@?@?"k@?@??"?@?@?> ?GenerateKey<curve·5 ? Reader?"p?&? rand·6" priv·1@<@N&? ? Marshal<?@,4@.4" Unmarshal<?" data·44@?@y·2 pP256< P384< P521< R  p224.goP224< <autogenerated>init  ? bits bits.goLen?? <
229 go19ldiomath/bigsync?"".Curve.Add?0runtime.morestack_noctxt?
230 .this?type."".Curve?x1?$type.*math/big.Int?y1?x2?y2?x?y?Tgclocals·7ef76a8695508dd4be46185eacfb014d?Tgclocals·69c1753bd5f81501d95132d08af04464?.gofile..<autogenerated>?"".Curve.Double?Tgclocals·4c18320792dd6a35b5e54b1ce722ff6e?$"".Curve.IsOnCurve?~r3?type.bool?Tgclocals·00a7bcf12fe794553c60a5677df371f1?"".Curve.Params?~r1?(type.*"".CurveParams?Tgclocals·522734ad228da40e2256ba19cf2bc72c?."".Curve.ScalarB (…)
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  /external/pdfium/third_party/lcms/src/
cmssamp.c 280 // Least Squares Fit of a Quadratic Curve to Data
482 // using curve fitting.
492 // curve fitting: The round-trip curve normally looks like a nearly constant section at the black point,
499 // find the black point using the least squares error quadratic curve fitting
533 // fit and get the vertex of quadratic curve
  /frameworks/support/compat/src/main/java/androidx/core/graphics/
PathParser.java 474 case 'c': // curveto - Draws a cubic Bézier curve (relative)
484 case 'C': // curveto - Draws a cubic Bézier curve
492 case 's': // smooth curveto - Draws a cubic Bézier curve (reflective cp)
509 case 'S': // shorthand/smooth curveto Draws a cubic Bézier curve(reflective cp)
538 case 't': // Draws a quadratic Bézier curve(reflective control point)(relative)
553 case 'T': // Draws a quadratic Bézier curve (reflective control point)
  /external/adhd/cras/src/dsp/
drc_kernel.c 106 /* Exponential curve for the knee. It is 1st derivative matched at
110 * This is used only when calculating the static curve, not used when actually
204 /* This is the knee part of the compression curve. Returns the output level
218 /* Full compression curve with constant ratio after knee. Returns the ratio of
292 /* All of these coefficients were derived for 4th order polynomial curve
369 /* Compute adaptive release curve using 4th order polynomial.
532 * shaping curve. This is linear up to the threshold, then
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