Functions for the GF(p) Field

• GFPGetSize
  Gets the size of the IppsGFPState context of the finite field GF(p).
• GFPInit
  Initializes the IppsGFPState context of the finite field GF(p).
• GFPGet
  Extracts parameters of the finite field GF(p) from the input structure.
• GFPElementGetSize
  Gets the size of the IppsGFPElement context of a GF(p) element.
• GFPElementInit
  Initializes the IppsGFPELement context of a GF(p) element.
• GFPSetElement
  Assigns a value to an element of the GF(p) field.
• GFPSetElementZero
  Assigns the zero value to an element of the GF(p) field.
• GFPSetElementPower2
  Assigns the value of a given power of two to an element of the GF(p) field.
• GFPSetElementRandom
  Assigns a random value to an element of the GF(p) field.
• GFPCmpElement
  Compares two elements of the GF(p) field.
• GFPCpyElement
  Copies one element of the GF(p) field to another.
• GFPGetElement
  Extracts the element of the GF(p) field from an input IppsGFPELement context.
• GFPNeg
  Computes the additive inverse for an element of the GF(p) field.
• GFPInv
  Computes the multiplicative inverse for an element of the GF(p) field.
• GFPSqrt
  Takes the square root of an element of the GF(p) field.
• GFPAdd
  Adds two elements of the GF(p) field.
• GFPSub
  Subtracts one element of the GF(p) field from another.
• GFPMul
  Multiplies two elements of the GF(p) field.
• GFPExp
  Raises an element of the GF(p) field to a non-negative power.
• GFPMontEncode
  Converts an element of the GF(p) field to a Montgomery residue number system.
• GFPMontDecode
  Converts an element of the GF(p) field represented in the Montgomery residue number system to the regular GF(p) element.

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