BIDMat

Solvers

object Solvers

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  1. final def !=(arg0: Any): Boolean

    Definition Classes
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  2. final def ##(): Int

    Definition Classes
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  3. final def ==(arg0: Any): Boolean

    Definition Classes
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  4. def QRdecomp(a: Mat): (Mat, Mat)

  5. def QRdecomp(a: Mat, q: Mat, r: Mat): (Mat, Mat)

  6. def QRdecomp(a: CMat): (CMat, CMat)

  7. def QRdecomp(a: DMat): (DMat, DMat)

  8. def QRdecomp(a: FMat): (FMat, FMat)

  9. def QRdecomp(a: CMat, qin: Mat, rin: Mat): (CMat, CMat)

  10. def QRdecomp(a: DMat, qin: Mat, rin: Mat): (DMat, DMat)

  11. def QRdecomp(a: FMat, qin: Mat, rin: Mat): (FMat, FMat)

    Standard QR decomposition.

    Standard QR decomposition. Given m x n input A, return m x m orthonormal Q and m x n upper-triangular R.

  12. def QRdecompt(a: Mat): (Mat, Mat)

  13. def QRdecompt(a: Mat, q: Mat, r: Mat): (Mat, Mat)

  14. def QRdecompt(a: CMat): (CMat, CMat)

  15. def QRdecompt(a: DMat): (DMat, DMat)

  16. def QRdecompt(a: FMat): (FMat, FMat)

  17. def QRdecompt(a: CMat, qin: Mat, rin: Mat): (CMat, CMat)

  18. def QRdecompt(a: DMat, qin: Mat, rin: Mat): (DMat, DMat)

  19. def QRdecompt(a: FMat, qin: Mat, rin: Mat): (FMat, FMat)

    Thin QR decomposition.

    Thin QR decomposition. Given m x n input A with m >= n, return m x n orthonormal Q and n x n upper triangular R such that A = Q*R

  20. final def asInstanceOf[T0]: T0

    Definition Classes
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  21. def blgmres(A: FMat, b: FMat, nrst: Int, m: Int, s: Int, tol: Float): (FMat, FMat, FMat, FMat)

  22. def chol(a: Mat, omat: Mat): Mat

  23. def chol(a: Mat): Mat

  24. def chol(a: Mat, omat: Mat, mode: String): Mat

  25. def chol(a: CMat, omat: Mat): CMat

  26. def chol(a: DMat, omat: Mat): DMat

  27. def chol(a: FMat, omat: Mat): FMat

  28. def chol(a: CMat): CMat

  29. def chol(a: DMat): DMat

  30. def chol(a: FMat): FMat

  31. def chol(a: CMat, omat: Mat, mode: String): CMat

  32. def chol(a: DMat, omat: Mat, mode: String): DMat

  33. def chol(a: FMat, omat: Mat, mode: String): FMat

    Cholesky factorization.

    Cholesky factorization. Can be lower or upper, specified by mode string = "L" or "U" The other half of the matrix is cleared.

  34. def clone(): AnyRef

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  35. final def eq(arg0: AnyRef): Boolean

    Definition Classes
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  36. def equals(arg0: Any): Boolean

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  37. def feig(a: Mat): (Mat, Mat)

  38. def feig(a: Mat, omat: Mat): (Mat, Mat)

  39. def feig(a: DMat): (DMat, DMat)

  40. def feig(a: FMat): (FMat, FMat)

  41. def feig(a: DMat, omat: Mat): (DMat, DMat)

  42. def feig(a: FMat, omat: Mat): (FMat, FMat)

  43. def finalize(): Unit

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  44. def geig(in: Mat, getVecs: String): (CMat, CMat)

  45. def geig(a: Mat): (CMat, CMat)

  46. def geigx(in: Mat, getVecs: Boolean): (CMat, CMat)

  47. final def getClass(): Class[_]

    Definition Classes
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  48. def hashCode(): Int

    Definition Classes
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  49. def inv(a: Mat): Mat

  50. def inv(a: Mat, b: Mat): Mat

  51. def inv(a: CMat): CMat

  52. def inv(a: DMat): DMat

  53. def inv(a: FMat): FMat

  54. def inv(a: CMat, omat: Mat): CMat

  55. def inv(a: DMat, omat: Mat): DMat

  56. def inv(a: FMat, omat: Mat): FMat

  57. final def isInstanceOf[T0]: Boolean

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  58. final def ne(arg0: AnyRef): Boolean

    Definition Classes
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  59. final def notify(): Unit

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  60. final def notifyAll(): Unit

    Definition Classes
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  61. def seig(a: Mat): (Mat, Mat)

  62. def seig(a: Mat, getVecs: Boolean): (Mat, Mat)

  63. def seig(a: Mat, getVecs: Boolean, omat: Mat): (Mat, Mat)

  64. def seig(a: DMat): (DMat, DMat)

  65. def seig(a: FMat): (FMat, FMat)

  66. def seig(a: DMat, getVecs: Boolean): (DMat, DMat)

  67. def seig(a: FMat, getVecs: Boolean): (FMat, FMat)

  68. def seig(a: DMat, getVecs: Boolean, omat: Mat): (DMat, DMat)

  69. def seig(a: FMat, getVecs: Boolean, omat: Mat): (FMat, FMat)

  70. def shiftLeft(mat: FMat, step: Int): Unit

  71. def shiftRight(mat: FMat, step: Int): Unit

  72. final def synchronized[T0](arg0: ⇒ T0): T0

    Definition Classes
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  73. def toString(): String

    Definition Classes
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  74. def triinv(a: Mat, omat: Mat): Mat

  75. def triinv(a: Mat): Mat

  76. def triinv(a: Mat, omat: Mat, mode: String): Mat

  77. def triinv(a: CMat, omat: Mat): CMat

  78. def triinv(a: FMat, omat: Mat): FMat

  79. def triinv(a: DMat, omat: Mat): DMat

  80. def triinv(a: CMat): CMat

  81. def triinv(a: FMat): FMat

  82. def triinv(a: DMat): DMat

  83. def triinv(a: CMat, omat: Mat, mode: String): CMat

  84. def triinv(a: DMat, omat: Mat, mode: String): DMat

  85. def triinv(a: FMat, omat: Mat, mode: String): FMat

  86. def trisolve(a: Mat, r: Mat, omat: Mat): Mat

  87. def trisolve(a: Mat, r: Mat): Mat

  88. def trisolve(a: Mat, r: Mat, omat: Mat, mode: String): Mat

  89. def trisolve(a: CMat, r: CMat, omat: Mat): CMat

  90. def trisolve(a: FMat, r: FMat, omat: Mat): FMat

  91. def trisolve(a: DMat, r: DMat, omat: Mat): DMat

  92. def trisolve(a: CMat, r: CMat): CMat

  93. def trisolve(a: FMat, r: FMat): FMat

  94. def trisolve(a: DMat, r: DMat): DMat

  95. def trisolve(a: CMat, r: CMat, omat: Mat, mode: String): CMat

  96. def trisolve(a: DMat, r: DMat, omat: Mat, mode: String): DMat

  97. def trisolve(a: FMat, r: FMat, omat: Mat, mode: String): FMat

  98. final def wait(): Unit

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  99. final def wait(arg0: Long, arg1: Int): Unit

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  100. final def wait(arg0: Long): Unit

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