Uses of Class
ca.uwaterloo.alumni.dwharder.Numbers.Sedenion

Uses of Sedenion in ca.uwaterloo.alumni.dwharder.Numbers

Fields in ca.uwaterloo.alumni.dwharder.Numbers declared as Sedenion

static Sedenion	Sedenion.E1 The constant e'.
static Sedenion	Sedenion.E2 The constant e''.
static Sedenion	Sedenion.E3 The constant e'''.
static Sedenion	Sedenion.I The constant i.
static Sedenion	Sedenion.I1 The constant i'.
static Sedenion	Sedenion.I2 The constant i''.
static Sedenion	Sedenion.I3 The constant i'''.
static Sedenion	Sedenion.J The constant j.
static Sedenion	Sedenion.J1 The constant j'.
static Sedenion	Sedenion.J2 The constant j''.
static Sedenion	Sedenion.J3 The constant j'''.
static Sedenion	Sedenion.K The constant k.
static Sedenion	Sedenion.K1 The constant k'.
static Sedenion	Sedenion.K2 The constant k''.
static Sedenion	Sedenion.K3 The constant k'''.
static Sedenion	Sedenion.NaN The constant NaN + iNaN + jNaN + kNaN + e'NaN + i'NaN + j'NaN + k'NaN + e''NaN + i''NaN + j''NaN + k''NaN + e'''NaN + i'''NaN + j'''NaN + k'''NaN.
static Sedenion	Sedenion.ONE The constant 1.
static Sedenion	Sedenion.ZERO The constant 0.

Methods in ca.uwaterloo.alumni.dwharder.Numbers that return Sedenion

Sedenion	Sedenion.acos() Returns the principal inverse cosine of this sedenion s.
Sedenion	Sedenion.acos(Sedenion u) Returns the principal inverse cosine of this sedenion s.
Sedenion	Sedenion.acosh() Returns the principal inverse hyperbolic cosine of this sedenion s.
Sedenion	Sedenion.acosh(Sedenion u) Returns the principal inverse hyperbolic cosine of this sedenion s.
Sedenion	Sedenion.acot() Returns the principal inverse cotangent of this sedenion s.
Sedenion	Sedenion.acot(Sedenion u) Returns the principal inverse cotangent of this sedenion s.
Sedenion	Sedenion.acoth() Returns the principal inverse hyperbolic cotangent of this sedenion s.
Sedenion	Sedenion.acoth(Sedenion u) Returns the principal inverse hyperbolic cotangent of this sedenion s.
Sedenion	Sedenion.acsc() Returns the principal inverse cosecant of this sedenion s.
Sedenion	Sedenion.acsc(Sedenion u) Returns the principal inverse cosecant of this sedenion s.
Sedenion	Sedenion.acsch() Returns the principal inverse hyperbolic cosecant of this sedenion s.
Sedenion	Sedenion.acsch(Sedenion u) Returns the principal inverse hyperbolic cosecant of this sedenion s.
Sedenion	Sedenion.add(double x) Returns the sum of this sedenion s and the real number x.
Sedenion	Sedenion.add(int n, double x) Returns this sedenian s with x added onto its nth term.
Sedenion	Sedenion.add(Sedenion t) Returns the sum of this sedenion s and the sedenion t = b0 + ib1 + jb2 + kb3 + e'b4 + i'b5 + j'b6 + k'b7 + e''b8 + i''b9 + j''b10 + k''b11 + e'''b12 + i'''b13 + j'''b14 + k'''b15.
Sedenion	Sedenion.asec() Returns the principal inverse secant of this sedenion s.
Sedenion	Sedenion.asec(Sedenion u) Returns the principal inverse secant of this sedenion s.
Sedenion	Sedenion.asech() Returns the principal inverse hyperbolic secant of this sedenion s.
Sedenion	Sedenion.asech(Sedenion u) Returns the principal inverse hyperbolic secant of this sedenion s.
Sedenion	Sedenion.asin() Returns the principal inverse sine of this sedenion s.
Sedenion	Sedenion.asin(Sedenion u) Returns the principal inverse sine of this sedenion s.
Sedenion	Sedenion.asinh() Returns the principal inverse hyperbolic sine of this sedenion s.
Sedenion	Sedenion.asinh(Sedenion u) Returns the principal inverse hyperbolic sine of this sedenion s.
Sedenion	Sedenion.atan() Returns the principal inverse tangent of this sedenion s.
Sedenion	Sedenion.atan(Sedenion u) Returns the principal inverse tangent of this sedenion s.
Sedenion	Sedenion.atanh() Returns the principal inverse hyperbolic tangent of this sedenion s.
Sedenion	Sedenion.atanh(Sedenion u) Returns the principal inverse hyperbolic tangent of this sedenion s.
Sedenion	Sedenion.ceil() Returns the ceiling of each of the coefficients of this sedenion s.
Sedenion	Sedenion.conjugate() Returns the conjugate of this sedenion s.
Sedenion	Sedenion.cos() Returns the cosine of this sedenion s.
Sedenion	Sedenion.cosh() Returns the hyperbolic cosine of this sedenion s.
Sedenion	Sedenion.cot() Returns the cotangent of this sedenion s.
Sedenion	Sedenion.coth() Returns the hyperbolic cotangent of this sedenion s.
Sedenion	Sedenion.csc() Returns the cosecant of this sedenion s.
Sedenion	Sedenion.csch() Returns the hyperbolic cosecant of this sedenion s.
Sedenion	Sedenion.divide(Sedenion t) Returns the quotient of this sedenion s over the sedenion t = b0 + ib1 + jb2 + kb3 + e'b4 + i'b5 + j'b6 + k'b7 + e''b8 + i''b9 + j''b10 + k''b11 + e'''b12 + i'''b13 + j'''b14 + k'''b15.
Sedenion	Sedenion.exp() Returns Euler's number (e) raised to the power of this sedenion s.
Sedenion	Sedenion.floor() Returns the floor of each of the coefficients of this sedenion s.
Sedenion	Sedenion.horner(double[] v) Evaluate the polynomial with real coefficients, given by the array of doubles v, at this sedenion s.
Sedenion	Sedenion.imag() Returns the imaginary part of this sedenion s.
Sedenion	Sedenion.log() Returns the natural logarithm of this sedenion s.
Sedenion	Sedenion.log(Sedenion u) Returns the natural logarithm of this sedenion s.
Sedenion	Sedenion.log10() Returns the logarithm base 10 of this sedenion s.
Sedenion	Sedenion.log10(Sedenion u) Returns the natural logarithm of this sedenion s.
Sedenion	Sedenion.multiply(double x) Returns the product of this sedenion s and the real number x.
Sedenion	Sedenion.multiply(Sedenion t) Returns the product of this sedenion s and the sedenion t = b0 + ib1 + jb2 + kb3 + e'b4 + i'b5 + j'b6 + k'b7 + e''b8 + i''b9 + j''b10 + k''b11 + e'''b12 + i'''b13 + j'''b14 + k'''b15.
Sedenion	Sedenion.negate() Returns the negative of this sedenion s.
Sedenion	Sedenion.pow(double x) Returns this sedenion s raised to the real number x.
Sedenion	Sedenion.pow(int n) Returns this sedenion s raised to the integer n.
Sedenion	Sedenion.pow(Sedenion t) Returns this sedenion s raised to the sedenion t.
Sedenion	Sedenion.project(boolean[] v) Project this sedenion s onto the subspace defined by the boolean vector v.
Sedenion	Sedenion.project(int n) Project this sedenion s onto the nth term.
static Sedenion	Sedenion.random() A factory method for constructing an sedenion with random real and imaginary parts.
Sedenion	Sedenion.random(boolean[] v) A factory method to create a random sedenion defined by the boolean vector v.
static Sedenion	Sedenion.random(int n) A factory method for constructing a complex number with random nth coefficient.
static Sedenion	Sedenion.randomImaginary() A factory method for constructing a random imaginary sedenion.
static Sedenion	Sedenion.randomReal() A factory method for constructing an sedenion with random real part.
Sedenion	Sedenion.rint() Returns each coefficient of the sedenion s rounded to the nearest double equal to an integer.
Sedenion	Sedenion.sec() Returns the secant of this sedenion s.
Sedenion	Sedenion.sech() Returns the hyperbolic secant of this sedenion s.
Sedenion	Sedenion.signum() Returns a normalized form of this sedenion s when it is non-zero and s otherwise.
Sedenion	Sedenion.sin() Returns the sine of this sedenion s.
Sedenion	Sedenion.sinh() Returns the hyperbolic sine of this sedenion s.
Sedenion	Sedenion.sqr() Returns the square of this sedenion s.
Sedenion	Sedenion.sqrt() Returns the square root of this sedenion s.
Sedenion	Sedenion.sqrt(Sedenion u) Returns the square root of this sedenion s.
Sedenion	Sedenion.subtract(Sedenion t) Returns the difference between this sedenion s and the sedenion t = b0 + ib1 + jb2 + kb3 + e'b4 + i'b5 + j'b6 + k'b7 + e''b8 + i''b9 + j''b10 + k''b11 + e'''b12 + i'''b13 + j'''b14 + k'''b15.
Sedenion	Sedenion.tan() Returns the tangent of this sedenion s.
Sedenion	Sedenion.tanh() Returns the hyperbolic tangent of this sedenion s.

Methods in ca.uwaterloo.alumni.dwharder.Numbers with parameters of type Sedenion

Sedenion	Sedenion.acos(Sedenion u) Returns the principal inverse cosine of this sedenion s.
Sedenion	Sedenion.acosh(Sedenion u) Returns the principal inverse hyperbolic cosine of this sedenion s.
Sedenion	Sedenion.acot(Sedenion u) Returns the principal inverse cotangent of this sedenion s.
Sedenion	Sedenion.acoth(Sedenion u) Returns the principal inverse hyperbolic cotangent of this sedenion s.
Sedenion	Sedenion.acsc(Sedenion u) Returns the principal inverse cosecant of this sedenion s.
Sedenion	Sedenion.acsch(Sedenion u) Returns the principal inverse hyperbolic cosecant of this sedenion s.
Sedenion	Sedenion.add(Sedenion t) Returns the sum of this sedenion s and the sedenion t = b0 + ib1 + jb2 + kb3 + e'b4 + i'b5 + j'b6 + k'b7 + e''b8 + i''b9 + j''b10 + k''b11 + e'''b12 + i'''b13 + j'''b14 + k'''b15.
Sedenion	Sedenion.asec(Sedenion u) Returns the principal inverse secant of this sedenion s.
Sedenion	Sedenion.asech(Sedenion u) Returns the principal inverse hyperbolic secant of this sedenion s.
Sedenion	Sedenion.asin(Sedenion u) Returns the principal inverse sine of this sedenion s.
Sedenion	Sedenion.asinh(Sedenion u) Returns the principal inverse hyperbolic sine of this sedenion s.
Sedenion	Sedenion.atan(Sedenion u) Returns the principal inverse tangent of this sedenion s.
Sedenion	Sedenion.atanh(Sedenion u) Returns the principal inverse hyperbolic tangent of this sedenion s.
Sedenion	Sedenion.divide(Sedenion t) Returns the quotient of this sedenion s over the sedenion t = b0 + ib1 + jb2 + kb3 + e'b4 + i'b5 + j'b6 + k'b7 + e''b8 + i''b9 + j''b10 + k''b11 + e'''b12 + i'''b13 + j'''b14 + k'''b15.
Sedenion	Sedenion.log(Sedenion u) Returns the natural logarithm of this sedenion s.
Sedenion	Sedenion.log10(Sedenion u) Returns the natural logarithm of this sedenion s.
Sedenion	Sedenion.multiply(Sedenion t) Returns the product of this sedenion s and the sedenion t = b0 + ib1 + jb2 + kb3 + e'b4 + i'b5 + j'b6 + k'b7 + e''b8 + i''b9 + j''b10 + k''b11 + e'''b12 + i'''b13 + j'''b14 + k'''b15.
Sedenion	Sedenion.pow(Sedenion t) Returns this sedenion s raised to the sedenion t.
Sedenion	Sedenion.sqrt(Sedenion u) Returns the square root of this sedenion s.
Sedenion	Sedenion.subtract(Sedenion t) Returns the difference between this sedenion s and the sedenion t = b0 + ib1 + jb2 + kb3 + e'b4 + i'b5 + j'b6 + k'b7 + e''b8 + i''b9 + j''b10 + k''b11 + e'''b12 + i'''b13 + j'''b14 + k'''b15.