CMake Error at src/CMakeLists.txt:9 (string): string no output variable specified
Wenyan Liu
Could you please help me? Thanks a lot.
The C compiler identification is MSVC 19.0.24215.1
The CXX compiler identification is MSVC 19.0.24215.1
Check for working C compiler: C:/Program Files (x86)/Microsoft Visual Studio 14.0/VC/bin/x86_amd64/cl.exe
Check for working C compiler: C:/Program Files (x86)/Microsoft Visual Studio 14.0/VC/bin/x86_amd64/cl.exe -- works
Detecting C compiler ABI info
Detecting C compiler ABI info - done
Check for working CXX compiler: C:/Program Files (x86)/Microsoft Visual Studio 14.0/VC/bin/x86_amd64/cl.exe
Check for working CXX compiler: C:/Program Files (x86)/Microsoft Visual Studio 14.0/VC/bin/x86_amd64/cl.exe -- works
Detecting CXX compiler ABI info
Detecting CXX compiler ABI info - done
Detecting CXX compile features
Detecting CXX compile features - done
-- Configuring RELIC 0.4.0...
Available switches (default = CHECK, VERBS, DOCUM):
DEBUG=[off|on] Build with debugging support.
PROFL=[off|on] Build with profiling support.
CHECK=[off|on] Build with error-checking support.
VERBS=[off|on] Build with detailed error messages.
TRACE=[off|on] Build with tracing support.
OVERH=[off|on] Build with overhead estimation.
DOCUM=[off|on] Build documentation.
STRIP=[off|on] Build only selected algorithms.
QUIET=[off|on] Build with printing disabled.
COLOR=[off|on] Build with colored output.
BIGED=[off|on] Build with big-endian support.
SHLIB=[off|on] Build shared library.
STLIB=[off|on] Build static library.
STBIN=[off|on] Build static binaries.
Number of times each test or benchmark is ran (default = 50, 1000):
TESTS=n If n > 0, build automated tests and run them n times.
BENCH=n If n > 0, build automated benchmarks and run them n * n times.
Number of available processor cores (default = 1):
CORES=n If n > 1, please enable multithreading support.
Available modules (default = ALL)
WITH=BN Multiple precision arithmetic.
WITH=DV Temporary double-precision digit vectors.
WITH=FP Prime field arithmetic.
WITH=FPX Prime extension field arithmetic.
WITH=FB Binary field arithmetic.
WITH=EP Elliptic curves over prime fields.
WITH=EPX Elliptic curves over quadratic extensions of prime fields.
WITH=EB Elliptic curves over binary fields.
WTTH=EC Elliptic curve cryptography.
WITH=PB Pairings over binary elliptic curves.
WITH=PP Pairings over prime elliptic curves.
WTTH=PC Pairing-based cryptography.
WITH=BC Block ciphers (symmetric encryption).
WITH=MD Message digests (hash functions).
WITH=CP Cryptographic protocols.
WITH=ALL All of the above.
Note: the programmer is responsible for not using unselected modules.
Available arithmetic backends (default = easy):
ARITH=easy Easy-to-understand implementation.
ARITH=gmp GNU Multiple Precision library.
Available memory-allocation policies (default = AUTO):
ALLOC=AUTO All memory is automatically allocated.
ALLOC=STATIC All memory is allocated statically once.
ALLOC=DYNAMIC All memory is allocated dynamically on demand.
ALLOC=STACK All memory is allocated from the stack.
Supported operating systems (default = LINUX):
OPSYS=NONE Undefined/No operating system.
OPSYS=LINUX GNU/Linux operating system.
OPSYS=FREEBSD FreeBSD operating system.
OPSYS=MACOSX Mac OS X operating system.
OPSYS=WINDOWS Windows operating system.
OPSYS=DROID Android operating system.
OPSYS=DUINO Arduino platform.
Supported multithreading APIs.
MULTI=OPENMP Open Multi-Processing.
MULTI=PTHREAD POSIX threads.
Supported timers (default = HPROC):
TIMER=NONE No timer.
TIMER=HREAL GNU/Linux realtime high-resolution timer.
TIMER=HPROC GNU/Linux per-process high-resolution timer.
TIMER=HTHRD GNU/Linux per-thread high-resolution timer.
TIMER=ANSI ANSI-compatible timer.
TIMER=POSIX POSIX-compatible timer.
TIMER=CYCLE Cycle-counting timer. (architecture-dependant)
Prefix to identify this build of the library (default = ""):
LABEL=relic
Available architectures (default = X64):
ARCH=AVR Atmel AVR ATMega128 8-bit architecture.
ARCH=MSP TI MSP430 16-bit architecture.
ARCH=ARM ARM 32-bit architecture.
ARCH=X86 Intel x86-compatible 32-bit architecture.
ARCH=X64 AMD x86_64-compatible 64-bit architecture.
ARCH=NONE No specific architecture (disable some features).
Available word sizes (default = 64):
WORD=8 Build a 8-bit library.
WORD=16 Build a 16-bit library.
WORD=32 Build a 32-bit library.
WORD=64 Build a 64-bit library.
Byte boundary to align digit vectors (default = 1):
ALIGN=1 Do not align digit vectors.
ALIGN=2 Align digit vectors into 16-bit boundaries.
ALIGN=8 Align digit vectors into 64-bit boundaries.
ALIGN=16 Align digit vectors into 128-bit boundaries.
Multiple precision arithmetic configuration (BN module):
** Options for the multiple precision module (default = 1024,DOUBLE,0):
BN_PRECI=n The base precision in bits. Let w be n in words.
BN_MAGNI=DOUBLE A multiple precision integer can store 2w words.
BN_MAGNI=CARRY A multiple precision integer can store w+1 words.
BN_MAGNI=SINGLE A multiple precision integer can store w words.
BN_KARAT=n The number of Karatsuba steps.
** Available multiple precision arithmetic methods (default = COMBA;COMBA;MONTY;SLIDE;STEIN;BASIC):
BN_METHD=BASIC Schoolbook multiplication.
BN_METHD=COMBA Comba multiplication.
BN_METHD=BASIC Schoolbook squaring.
BN_METHD=COMBA Comba squaring.
BN_METHD=MULTP Reuse multiplication for squaring.
BN_METHD=BASIC Division-based modular reduction.
BN_METHD=BARRT Barrett modular reduction.
BN_METHD=MONTY Montgomery modular reduction.
BN_METHD=RADIX Diminished radix modular reduction.
BN_METHD=BASIC Binary modular exponentiation.
BN_METHD=MONTY Montgomery powering ladder.
BN_METHD=SLIDE Sliding window modular exponentiation.
BN_METHD=BASIC Euclid's standard GCD algorithm.
BN_METHD=LEHME Lehmer's fast GCD algorithm.
BN_METHD=STEIN Stein's binary GCD algorithm.
BN_METHD=BASIC Basic prime generation.
BN_METHD=SAFEP Safe prime generation.
BN_METHD=STRON Strong prime generation.
Note: these methods must be given in order. Ex: BN_METHD="K1BASIC;COMBA;BARRT;CONST;SAFEP"
Prime field arithmetic configuration (FP module):
** Arithmetic precision of the prime field module (default = 256,0,off,off):
FP_PRIME=n The prime modulus size in bits.
FP_KARAT=n The number of Karatsuba levels.
FP_PMERS=[off|on] Prefer Pseudo-Mersenne primes over random primes.
FP_QNRES=[off|on] Use -1 as quadratic non-residue (make sure that p = 3 mod 8).
FP_WIDTH=w Width w in [2,6] of window processing for exponentiation methods.
** Available prime field arithmetic methods (default = BASIC;COMBA;COMBA;MONTY;MONTY;SLIDE):
FP_METHD=BASIC Schoolbook addition.
FP_METHD=INTEG Integrated modular addition.
FP_METHD=BASIC Schoolbook multiplication.
FP_METHD=INTEG Integrated modular multiplication.
FP_METHD=COMBA Comba multiplication.
FP_METHD=BASIC Schoolbook squaring.
FP_METHD=INTEG Integrated modular squaring.
FP_METHD=COMBA Comba squaring.
FP_METHD=MULTP Reuse multiplication for squaring.
FP_METHD=BASIC Division-based reduction.
FP_METHD=QUICK Fast reduction modulo special form prime (2^t - c, c > 0).
FP_METHD=MONTY Montgomery modular reduction.
FP_METHD=BASIC Inversion by Fermat's Little Theorem.
FP_METHD=BINAR Binary Inversion algorithm.
FP_METHD=MONTY Mntgomery inversion.
FP_METHD=EXGCD Inversion by the Extended Euclidean algorithm.
FP_METHD=LOWER Pass inversion to the lower level.
FP_METHD=BASIC Binary exponentiation.
FP_METHD=SLIDE Sliding window exponentiation.
FP_METHD=MONTY Constant-time Montgomery powering ladder.
Note: these methods must be given in order. Ex: FP_METHD="BASIC;BASIC;COMBA;MONTY;MONTY;SLIDE"
Prime extension field arithmetic configuration (FPX module):
** Available bilinear pairing methods (default = BASIC;BASIC;BASIC):
FPX_METHD=BASIC Basic quadratic extension field arithmetic.
FPX_METHD=INTEG Quadratic extension field arithmetic with embedded modular reduction.
FPX_METHD=BASIC Basic cubic extension field arithmetic.
FPX_METHD=INTEG Cubic extension field arithmetic with embedded modular reduction.
FPX_METHD=BASIC Basic extension field arithmetic.
FPX_METHD=LAZYR Lazy reduced extension field arithmetic.
Binary field arithmetic configuration (FB module):
** Options for the binary elliptic curve module (default = 283,0,on,on,on):
FB_POLYN=n The irreducible polynomial size in bits.
FB_KARAT=n The number of Karatsuba levels.
FB_TRINO=[off|on] Prefer trinomials.
FB_SQRTF=[off|on] Prefer square-root friendly polynomials.
FB_PRECO=[off|on] Precompute multiplication table for sqrt(z).
FB_WIDTH=w Width w in [2,6] of window processing for exponentiation methods.
** Available binary field arithmetic methods (default = LODAH;TABLE;QUICK;BASIC;QUICK;QUICK;EXGCD;SLIDE;QUICK):
FB_METHD=BASIC Right-to-left shift-and-add multiplication.
FB_METHD=INTEG Integrated modular multiplication.
FB_METHD=RCOMB Right-to-left comb multiplication.
FB_METHD=LCOMB Left-to-right comb multiplication.
FB_METHD=LODAH L�pez-Dahab comb multiplication with window of width 4.
FB_METHD=BASIC Bit manipulation squaring.
FB_METHD=INTEG Integrated modular squaring.
FB_METHD=TABLE Table-based squaring.
FB_METHD=BASIC Shift-and-add modular reduction.
FB_METHD=QUICK Fast reduction modulo a trinomial or pentanomial.
FB_METHD=BASIC Square root by repeated squaring.
FB_METHD=QUICK Fast square root extraction.
FB_METHD=BASIC Trace computation by repeated squaring.
FB_METHD=QUICK Fast trace computation.
FB_METHD=BASIC Solve a quadratic equation by half-trace computation.
FB_METHD=QUICK Fast solving with precomputed half-traces.
FB_METHD=BASIC Inversion by Fermat's Little Theorem.
FB_METHD=BINAR Binary Inversion algorithm.
FB_METHD=ALMOS Inversion by the Amost inverse algorithm.
FB_METHD=EXGCD Inversion by the Extended Euclidean algorithm.
FB_METHD=ITOHT Inversion by Itoh-Tsuji.
FB_METHD=BRUCH Hardware-friendly inversion by Brunner et al.
FB_METHD=LOWER Pass inversion to the lower level.
FB_METHD=BASIC Binary exponentiation.
FB_METHD=SLIDE Sliding window exponentiation.
FB_METHD=MONTY Constant-time Montgomery powering ladder.
FB_METHD=BASIC Iterated squaring/square-root by consecutive squaring/square-root.
FB_METHD=QUICK Iterated squaring/square-root by table-based method.
Note: these methods must be given in order. Ex: FB_METHD="INTEG;INTEG;QUICK;QUICK;QUICK;QUICK;ALMOS;BASIC;BASIC"
Prime elliptic curve arithmetic configuration (EP module):
** Options for the binary elliptic curve module (default = all on):
EP_PLAIN=[off|on] Support for ordinary curves without endomorphisms.
EP_SUPER=[off|on] Support for supersingular curves.
EP_ENDOM=[off|on] Support for ordinary curves with endomorphisms.
EP_MIXED=[off|on] Use mixed coordinates.
EP_PRECO=[off|on] Build precomputation table for generator.
EP_DEPTH=w Width w in [2,6] of precomputation table for fixed point methods.
EP_WIDTH=w Width w in [2,6] of window processing for unknown point methods.
** Available binary elliptic curve methods (default = PROJC;LWNAF;COMBS;INTER):
EP_METHD=BASIC Affine coordinates.
EP_METHD=PROJC Jacobian projective coordinates.
EP_METHD=BASIC Binary method.
EP_METHD=LWNAF Left-to-right window NAF method (GLV for Koblitz curves).
EP_METHD=BASIC Binary method for fixed point multiplication.
EP_METHD=YAOWI Yao's windowing method for fixed point multiplication
EP_METHD=NAFWI NAF windowing method for fixed point multiplication.
EP_METHD=COMBS Single-table Comb method for fixed point multiplication.
EP_METHD=COMBD Double-table Comb method for fixed point multiplication.
EP_METHD=LWNAF Left-to-right window NAF method (GLV for Koblitz curves).
EP_METHD=BASIC Multiplication-and-addition simultaneous multiplication.
EP_METHD=TRICK Shamir's trick for simultaneous multiplication.
EP_METHD=INTER Interleaving of window NAFs (GLV for Koblitz curves).
EP_METHD=JOINT Joint sparse form.
Note: these methods must be given in order. Ex: EP_METHD="BASIC;LWNAF;COMBD;TRICK"
Binary elliptic curve arithmetic configuration (EB module):
** Options for the binary elliptic curve module (default = on, w = 4):
EB_PLAIN=[off|on] Support for ordinary curves without endomorphisms.
EB_KBLTZ=[off|on] Support for Koblitz anomalous binary curves.
EB_MIXED=[off|on] Use mixed coordinates.
EB_PRECO=[off|on] Build precomputation table for generator.
EB_DEPTH=w Width w in [2,6] of precomputation table for fixed point methods.
EB_WIDTH=w Width w in [2,6] of window processing for unknown point methods.
** Available binary elliptic curve methods (default = PROJC;LWNAF;COMBS;INTER):
EB_METHD=BASIC Affine coordinates.
EB_METHD=PROJC Projective coordinates (L�pez-Dahab for ordinary curves).
EB_METHD=BASIC Binary method.
EB_METHD=LODAH L�pez-Dahab constant-time point multiplication.
EB_METHD=LWNAF Left-to-right window (T)NAF method.
EB_METHD=RWNAF Right-to-left window (T)NAF method.
EB_METHD=HALVE Halving method.
EB_METHD=BASIC Binary method for fixed point multiplication.
EB_METHD=YAOWI Yao's windowing method for fixed point multiplication
EB_METHD=NAFWI NAF windowing method for fixed point multiplication.
EB_METHD=COMBS Single-table Comb method for fixed point multiplication.
EB_METHD=COMBD Double-table Comb method for fixed point multiplication.
EB_METHD=LWNAF Left-to-right window (T)NAF method.
EB_METHD=BASIC Multiplication-and-addition simultaneous multiplication.
EB_METHD=TRICK Shamir's trick for simultaneous multiplication.
EB_METHD=INTER Interleaving of window (T)NAFs.
EB_METHD=JOINT Joint sparse form.
Note: these methods must be given in order. Ex: EB_METHD="BASIC;LWNAF;COMBD;TRICK"
Elliptic curve cryptography configuration (EC module):
** Options for the binary elliptic curve module (default = on):
EC_ENDOM=[off|on] Prefer (prime or binary) curves with endomorphisms.
** Available elliptic curve methods (default = PRIME):
EC_METHD=PRIME Use prime curves.
EC_METHD=CHAR2 Use binary curves.
Note: these methods must be given in order. Ex: EC_METHD="BINAR"
Bilinear pairings arithmetic configuration (PP module):
** Available bilinear pairing methods (default = BASIC;OATEP):
PP_METHD=BASIC Basic extension field arithmetic.
PP_METHD=LAZYR Lazy reduced extension field arithmetic.
PP_METHD=TATEP Tate pairing.
PP_METHD=WEILP Weil pairing.
PP_METHD=OATEP Optimal ate pairing.
Message digest configuration (MD module):
** Available hash functions (default = SH256):
MD_METHD=SHONE SHA-1 hash function.
MD_METHD=SH224 SHA-224 hash function.
MD_METHD=SH256 SHA-256 hash function.
MD_METHD=SH384 SHA-384 hash function.
MD_METHD=SH512 SHA-512 hash function.
Cryptographic protocols configuration (CP module):
** Options for the cryptographic protocols module (default = PKCS1):
CP_RSAPD=BASIC RSA with basic padding.
CP_RSAPD=PKCS1 RSA with PKCS#1 v1.5 padding.
CP_RSAPD=PKCS2 RSA with PKCS#1 v2.1 padding.
** Available cryptographic protocols methods (default = QUICK;BASIC):
CP_METHD=BASIC Slow RSA decryption/signature.
CP_METHD=QUICK Fast RSA decryption/signature using CRT.
Note: these methods must be given in order. Ex: CP_METHD="QUICK"
Available pseudo-random number generators (default = HASH):
RAND=HASH Use the HASH-DRBG generator. (recommended)
RAND=HMAC Use the HMAC-DRBG generator. (recommended)
RAND=UDEV Use the operating system underlying generator.
RAND=FIPS Use the FIPS 186-2 (CN1) SHA1-based generator.
RAND=CALL Override the generator with a callback.
Available random number generator seeders (default = UDEV):
SEED=WCGR Use Windows' CryptGenRandom. (recommended)
SEED=DEV Use blocking /dev/random. (recommended)
SEED=UDEV Use non-blocking /dev/urandom. (recommended)
SEED=LIBC Use the libc rand()/random() functions. (insecure!)
SEED=ZERO Use a zero seed. (insecure!)
Configured operating system: NONE
Compiler flags: -pipe -std=c99 -Wall -O2 -funroll-loops -fomit-frame-pointer
Linker flags: -LE:/Downloads/relic-relic-toolkit-0.4.0/src/low/easy/
Configured E:/Downloads/relic-relic-toolkit-0.4.0/include/relic_conf.h.in
CMake Error at src/CMakeLists.txt:9 (string):
string no output variable specified
Found Doxygen: C:/Program Files/doxygen/bin/doxygen.exe (found version "1.8.13")
Configured E:/Downloads/relic-relic-toolkit-0.4.0/doc/relic.doxygen.in
Configuring incomplete, errors occurred!
See also "E:/Downloads/relic-build/CMakeFiles/CMakeOutput.log".
Here is the snapshot of the screen:
Thank you again.
Diego Aranha
Diego de Freitas Aranha
Institute of Computing - University of Campinas
http://www.ic.unicamp.br/~dfaranha
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Wenyan Liu
The C compiler identification is MSVC 19.0.24215.1
The CXX compiler identification is MSVC 19.0.24215.1
Check for working C compiler: C:/Program Files (x86)/Microsoft Visual Studio 14.0/VC/bin/x86_amd64/cl.exe
Check for working C compiler: C:/Program Files (x86)/Microsoft Visual Studio 14.0/VC/bin/x86_amd64/cl.exe -- works
Detecting C compiler ABI info
Detecting C compiler ABI info - done
Check for working CXX compiler: C:/Program Files (x86)/Microsoft Visual Studio 14.0/VC/bin/x86_amd64/cl.exe
Check for working CXX compiler: C:/Program Files (x86)/Microsoft Visual Studio 14.0/VC/bin/x86_amd64/cl.exe -- works
Detecting CXX compiler ABI info
Detecting CXX compiler ABI info - done
Detecting CXX compile features
Detecting CXX compile features - done
-- Configuring RELIC 0.4.1...
Available switches (default = CHECK, VERBS, DOCUM):
DEBUG=[off|on] Build with debugging support.
PROFL=[off|on] Build with profiling support.
CHECK=[off|on] Build with error-checking support.
VERBS=[off|on] Build with detailed error messages.
TRACE=[off|on] Build with tracing support.
OVERH=[off|on] Build with overhead estimation.
DOCUM=[off|on] Build documentation.
STRIP=[off|on] Build only selected algorithms.
QUIET=[off|on] Build with printing disabled.
COLOR=[off|on] Build with colored output.
BIGED=[off|on] Build with big-endian support.
SHLIB=[off|on] Build shared library.
STLIB=[off|on] Build static library.
STBIN=[off|on] Build static binaries.
AMALG=[off|on] Build amalgamation for better performance.
Number of times each test or benchmark is ran (default = 50, 1000):
TESTS=n If n > 0, build automated tests and run them n times.
BENCH=n If n > 0, build automated benchmarks and run them n * n times.
Number of available processor cores (default = 1):
CORES=n If n > 1, please enable multithreading support.
Available modules (default = ALL)
WITH=BN Multiple precision arithmetic.
WITH=DV Temporary double-precision digit vectors.
WITH=FP Prime field arithmetic.
WITH=FPX Prime extension field arithmetic.
WITH=FB Binary field arithmetic.
WITH=EP Elliptic curves over prime fields.
WITH=EPX Elliptic curves over quadratic extensions of prime fields.
WITH=EB Elliptic curves over binary fields.
WITH=ED Elliptic Edwards curves over prime fields.
WTTH=EC Elliptic curve cryptography.
WITH=PB Pairings over binary elliptic curves.
WITH=PP Pairings over prime elliptic curves.
WTTH=PC Pairing-based cryptography.
WITH=BC Block ciphers (symmetric encryption).
WITH=MD Message digests (hash functions).
WITH=CP Cryptographic protocols.
WITH=ALL All of the above.
Note: the programmer is responsible for not using unselected modules.
Available arithmetic backends (default = easy):
ARITH=easy Easy-to-understand implementation.
ARITH=gmp GNU Multiple Precision library.
Available memory-allocation policies (default = AUTO):
ALLOC=AUTO All memory is automatically allocated.
ALLOC=STATIC All memory is allocated statically once.
ALLOC=DYNAMIC All memory is allocated dynamically on demand.
ALLOC=STACK All memory is allocated from the stack.
Supported operating systems (default = LINUX):
OPSYS=RELIC_NONE Undefined/No operating system.
OPSYS=LINUX GNU/Linux operating system.
OPSYS=FREEBSD FreeBSD operating system.
OPSYS=MACOSX Mac OS X operating system.
OPSYS=WINDOWS Windows operating system.
OPSYS=DROID Android operating system.
OPSYS=DUINO Arduino platform.
Supported multithreading APIs (default = RELIC_NONE):
MULTI=RELIC_NONE NO multithreading support.
MULTI=OPENMP Open Multi-Processing.
MULTI=PTHREAD POSIX threads.
Supported timers (default = HPROC):
TIMER=RELIC_NONE No timer.
TIMER=HREAL GNU/Linux realtime high-resolution timer.
TIMER=HPROC GNU/Linux per-process high-resolution timer.
TIMER=HTHRD GNU/Linux per-thread high-resolution timer.
TIMER=ANSI ANSI-compatible timer.
TIMER=POSIX POSIX-compatible timer.
TIMER=CYCLE Cycle-counting timer. (architecture-dependant)
Prefix to identify this build of the library (default = ""):
LABEL=relic
Available architectures (default = X64):
ARCH=AVR Atmel AVR ATMega128 8-bit architecture.
ARCH=MSP TI MSP430 16-bit architecture.
ARCH=ARM ARM 32-bit architecture.
ARCH=X86 Intel x86-compatible 32-bit architecture.
ARCH=X64 AMD x86_64-compatible 64-bit architecture.
ARCH=RELIC_NONE No specific architecture (disable some features).
Available word sizes (default = 64):
WORD=8 Build a 8-bit library.
WORD=16 Build a 16-bit library.
WORD=32 Build a 32-bit library.
WORD=64 Build a 64-bit library.
Byte boundary to align digit vectors (default = 1):
ALIGN=1 Do not align digit vectors.
ALIGN=2 Align digit vectors into 16-bit boundaries.
ALIGN=8 Align digit vectors into 64-bit boundaries.
ALIGN=16 Align digit vectors into 128-bit boundaries.
Multiple precision arithmetic configuration (BN module):
** Options for the multiple precision module (default = 1024,DOUBLE,0):
BN_PRECI=n The base precision in bits. Let w be n in words.
BN_MAGNI=DOUBLE A multiple precision integer can store 2w words.
BN_MAGNI=CARRY A multiple precision integer can store w+1 words.
BN_MAGNI=SINGLE A multiple precision integer can store w words.
BN_KARAT=n The number of Karatsuba steps.
** Available multiple precision arithmetic methods (default = COMBA;COMBA;MONTY;SLIDE;STEIN;BASIC):
Integer multiplication:
BN_METHD=BASIC Schoolbook multiplication.
BN_METHD=COMBA Comba multiplication.
Integer squaring:
BN_METHD=BASIC Schoolbook squaring.
BN_METHD=COMBA Comba squaring.
BN_METHD=MULTP Reuse multiplication for squaring.
Modular reduction:
BN_METHD=BASIC Division-based modular reduction.
BN_METHD=BARRT Barrett modular reduction.
BN_METHD=MONTY Montgomery modular reduction.
BN_METHD=RADIX Diminished radix modular reduction.
Modular exponentiation:
BN_METHD=BASIC Binary modular exponentiation.
BN_METHD=MONTY Montgomery powering ladder.
BN_METHD=SLIDE Sliding window modular exponentiation.
Greatest Common Divisor:
BN_METHD=BASIC Euclid's standard GCD algorithm.
BN_METHD=LEHME Lehmer's fast GCD algorithm.
BN_METHD=STEIN Stein's binary GCD algorithm.
Prime generation:
BN_METHD=BASIC Basic prime generation.
BN_METHD=SAFEP Safe prime generation.
BN_METHD=STRON Strong prime generation.
Prime field arithmetic configuration (FP module):
** Arithmetic precision of the prime field module (default = 256,0,off,off):
FP_PRIME=n The prime modulus size in bits.
FP_KARAT=n The number of Karatsuba levels.
FP_PMERS=[off|on] Prefer Pseudo-Mersenne primes over random primes.
FP_QNRES=[off|on] Use -1 as quadratic non-residue (make sure that p = 3 mod 8).
FP_WIDTH=w Width w in [2,6] of window processing for exponentiation methods.
** Available prime field arithmetic methods (default = BASIC;COMBA;COMBA;MONTY;MONTY;SLIDE):
Field addition
FP_METHD=BASIC Schoolbook addition.
FP_METHD=INTEG Integrated modular addition.
Field multiplication
FP_METHD=BASIC Schoolbook multiplication.
FP_METHD=INTEG Integrated modular multiplication.
FP_METHD=COMBA Comba multiplication.
Field squaring
FP_METHD=BASIC Schoolbook squaring.
FP_METHD=INTEG Integrated modular squaring.
FP_METHD=COMBA Comba squaring.
FP_METHD=MULTP Reuse multiplication for squaring.
Modular reduction
FP_METHD=BASIC Division-based reduction.
FP_METHD=QUICK Fast reduction modulo special form prime (2^t - c, c > 0).
FP_METHD=MONTY Montgomery modular reduction.
Field inversion
FP_METHD=BASIC Inversion by Fermat's Little Theorem.
FP_METHD=BINAR Binary Inversion algorithm.
FP_METHD=MONTY Mntgomery inversion.
FP_METHD=EXGCD Inversion by the Extended Euclidean algorithm.
FP_METHD=LOWER Pass inversion to the lower level.
Field exponentiation
FP_METHD=BASIC Binary exponentiation.
FP_METHD=SLIDE Sliding window exponentiation.
FP_METHD=MONTY Constant-time Montgomery powering ladder.
Prime extension field arithmetic configuration (FPX module):
** Available bilinear pairing methods (default = BASIC;BASIC;BASIC):
Quadratic extension arithmetic:
FPX_METHD=BASIC Basic quadratic extension field arithmetic.
FPX_METHD=INTEG Quadratic extension field arithmetic with embedded modular reduction.
Cubic extension arithmetic:
FPX_METHD=BASIC Basic cubic extension field arithmetic.
FPX_METHD=INTEG Cubic extension field arithmetic with embedded modular reduction.
Extension field arithmetic:
FPX_METHD=BASIC Basic extension field arithmetic.
FPX_METHD=LAZYR Lazy-reduced extension field arithmetic.
Binary field arithmetic configuration (FB module):
** Options for the binary elliptic curve module (default = 283,0,on,on,on):
FB_POLYN=n The irreducible polynomial size in bits.
FB_KARAT=n The number of Karatsuba levels.
FB_TRINO=[off|on] Prefer trinomials.
FB_SQRTF=[off|on] Prefer square-root friendly polynomials.
FB_PRECO=[off|on] Precompute multiplication table for sqrt(z).
FB_WIDTH=w Width w in [2,6] of window processing for exponentiation methods.
** Available binary field arithmetic methods (default = LODAH;RELIC_TABLE;QUICK;BASIC;QUICK;QUICK;EXGCD;SLIDE;QUICK):
Field multiplication:
FB_METHD=BASIC Right-to-left shift-and-add multiplication.
FB_METHD=INTEG Integrated modular multiplication.
FB_METHD=RCOMB Right-to-left comb multiplication.
FB_METHD=LCOMB Left-to-right comb multiplication.
FB_METHD=LODAH L�pez-Dahab comb multiplication with window of width 4.
Field squaring:
FB_METHD=BASIC Bit manipulation squaring.
FB_METHD=INTEG Integrated modular squaring.
FB_METHD=RELIC_TABLE Table-based squaring.
Modular reduction:
FB_METHD=BASIC Shift-and-add modular reduction.
FB_METHD=QUICK Fast reduction modulo a trinomial or pentanomial.
Field square root:
FB_METHD=BASIC Square root by repeated squaring.
FB_METHD=QUICK Fast square root extraction.
Trace computation:
FB_METHD=BASIC Trace computation by repeated squaring.
FB_METHD=QUICK Fast trace computation.
Quadratic equation solver:
FB_METHD=BASIC Solve a quadratic equation by half-trace computation.
FB_METHD=QUICK Fast solving with precomputed half-traces.
Field inversion:
FB_METHD=BASIC Inversion by Fermat's Little Theorem.
FB_METHD=BINAR Binary Inversion algorithm.
FB_METHD=ALMOS Inversion by the Amost inverse algorithm.
FB_METHD=EXGCD Inversion by the Extended Euclidean algorithm.
FB_METHD=ITOHT Inversion by Itoh-Tsuji.
FB_METHD=BRUCH Hardware-friendly inversion by Brunner et al.
FB_METHD=LOWER Pass inversion to the lower level.
Field exponentiation:
FB_METHD=BASIC Binary exponentiation.
FB_METHD=SLIDE Sliding window exponentiation.
FB_METHD=MONTY Constant-time Montgomery powering ladder.
Iterated squaring/square-root:
FB_METHD=BASIC Iterated squaring/square-root by consecutive squaring/square-root.
FB_METHD=QUICK Iterated squaring/square-root by table-based method.
Prime elliptic curve arithmetic configuration (EP module):
** Options for the prime elliptic curve module (default = all on):
EP_PLAIN=[off|on] Support for ordinary curves without endomorphisms.
EP_SUPER=[off|on] Support for supersingular curves.
EP_ENDOM=[off|on] Support for ordinary curves with endomorphisms.
EP_MIXED=[off|on] Use mixed coordinates.
EP_PRECO=[off|on] Build precomputation table for generator.
EP_DEPTH=w Width w in [2,8] of precomputation table for fixed point methods.
EP_WIDTH=w Width w in [2,6] of window processing for unknown point methods.
** Available prime elliptic curve methods (default = PROJC;LWNAF;COMBS;INTER):
Point representation:
EP_METHD=BASIC Affine coordinates.
EP_METHD=PROJC Jacobian projective coordinates.
Variable-base scalar multiplication:
EP_METHD=BASIC Binary method.
EP_METHD=LWNAF Left-to-right window NAF method (GLV for Koblitz curves).
Fixed-base scalar multiplication:
EP_METHD=BASIC Binary method for fixed point multiplication.
EP_METHD=YAOWI Yao's windowing method for fixed point multiplication
EP_METHD=NAFWI NAF windowing method for fixed point multiplication.
EP_METHD=COMBS Single-table Comb method for fixed point multiplication.
EP_METHD=COMBD Double-table Comb method for fixed point multiplication.
EP_METHD=LWNAF Left-to-right window NAF method (GLV for Koblitz curves).
Variable-base simultaneous scalar multiplication:
EP_METHD=BASIC Multiplication-and-addition simultaneous multiplication.
EP_METHD=TRICK Shamir's trick for simultaneous multiplication.
EP_METHD=INTER Interleaving of window NAFs (GLV for Koblitz curves).
EP_METHD=JOINT Joint sparse form.
Binary elliptic curve arithmetic configuration (EB module):
** Options for the binary elliptic curve module (default = on, w = 4):
EB_PLAIN=[off|on] Support for ordinary curves without endomorphisms.
EB_KBLTZ=[off|on] Support for Koblitz anomalous binary curves.
EB_MIXED=[off|on] Use mixed coordinates.
EB_PRECO=[off|on] Build precomputation table for generator.
EB_DEPTH=w Width w in [2,8] of precomputation table for fixed point methods.
EB_WIDTH=w Width w in [2,6] of window processing for unknown point methods.
** Available binary elliptic curve methods (default = PROJC;LWNAF;COMBS;INTER):
Point representation:
EB_METHD=BASIC Affine coordinates.
EB_METHD=PROJC Projective coordinates (L�pez-Dahab for ordinary curves).
Variable-base scalar multiplication:
EB_METHD=BASIC Binary double-and-add method.
EB_METHD=LODAH Lopez-Dahab constant-time point multiplication.
EB_METHD=LWNAF Left-to-right window (T)NAF method.
EB_METHD=RWNAF Right-to-left window (T)NAF method.
EB_METHD=HALVE Halving method.
Fixed-base scalar multiplication:
EB_METHD=BASIC Binary method for fixed point multiplication.
EB_METHD=YAOWI Yao's windowing method for fixed point multiplication
EB_METHD=NAFWI NAF windowing method for fixed point multiplication.
EB_METHD=COMBS Single-table Comb method for fixed point multiplication.
EB_METHD=COMBD Double-table Comb method for fixed point multiplication.
EB_METHD=LWNAF Left-to-right window (T)NAF method.
Variable-base simultaneous scalar multiplication:
EB_METHD=BASIC Multiplication-and-addition simultaneous multiplication.
EB_METHD=TRICK Shamir's trick for simultaneous multiplication.
EB_METHD=INTER Interleaving of window (T)NAFs.
EB_METHD=JOINT Joint sparse form.
Elliptic Edwards curve over prime fields arithmetic configuration (ED module):
** Options for the prime elliptic Edwards curve module (default = all on):
ED_PRECO=[off|on] Build precomputation table for generator.
ED_DEPTH=w Width w in [2,6] of precomputation table for fixed point methods.
ED_WIDTH=w Width w in [2,6] of window processing for unknown point methods.
** Available prime elliptic Edwards curve methods (default = PROJC;LWNAF;COMBS;INTER):
EP_METHD=PROJC Simple projective twisted Edwards coordinates.
EP_METHD=EXTND Extended projective twisted Edwards coordinates.
*** variable-base multiplication method ***
ED_METHD=BASIC Binary method.
ED_METHD=SLIDE Sliding window method.
ED_METHD=MONTY Montgomery ladder method.
ED_METHD=FIXED 2-bit fixed window method.
ED_METHD=LWNAF Left-to-right window NAF method (GLV for Koblitz curves).
ED_METHD=LWNAF_MIXED Left-to-right window NAF mixed method (GLV for Koblitz curves).
*** fixed-base multiplication method ***
ED_METHD=BASIC Binary method for fixed point multiplication.
ED_METHD=YAOWI Yao's windowing method for fixed point multiplication
ED_METHD=NAFWI NAF windowing method for fixed point multiplication.
ED_METHD=COMBS Single-table Comb method for fixed point multiplication.
ED_METHD=COMBD Double-table Comb method for fixed point multiplication.
ED_METHD=LWNAF Left-to-right window NAF method (GLV for Koblitz curves).
ED_METHD=LWNAF_MIXED Left-to-right window NAF mixed method (GLV for Koblitz curves).
*** variable-base simultaneous multiplication method ***
ED_METHD=BASIC Multiplication-and-addition simultaneous multiplication.
ED_METHD=TRICK Shamir's trick for simultaneous multiplication.
ED_METHD=INTER Interleaving of window NAFs (GLV for Koblitz curves).
ED_METHD=JOINT Joint sparse form.
Note: these methods must be given in order. Ex: ED_METHD="EXTND;LWNAF;COMBD;TRICK"
Elliptic curve cryptography configuration (EC module):
** Options for the binary elliptic curve module (default = on):
EC_ENDOM=[off|on] Prefer (prime or binary) curves with endomorphisms.
** Available elliptic curve methods (default = PRIME):
EC_METHD=PRIME Use prime curves.
EC_METHD=CHAR2 Use binary curves.
EC_METHD=EDWARD Use prime Edwards curves.
Bilinear pairings arithmetic configuration (PP module):
** Available bilinear pairing methods (default = BASIC;OATEP):
Extension field arithmetic:
PP_METHD=BASIC Basic extension field arithmetic.
PP_METHD=LAZYR Lazy reduced extension field arithmetic.
Pairing computation:
PP_METHD=TATEP Tate pairing.
PP_METHD=WEILP Weil pairing.
PP_METHD=OATEP Optimal ate pairing.
Message digest configuration (MD module):
** Available hash functions (default = SH256):
MD_METHD=SHONE SHA-1 hash function.
MD_METHD=SH224 SHA-224 hash function.
MD_METHD=SH256 SHA-256 hash function.
MD_METHD=SH384 SHA-384 hash function.
MD_METHD=SH512 SHA-512 hash function.
MD_METHD=B2S160 BLAKE2s-160 hash function.
MD_METHD=B2S256 BLAKE2s-256 hash function.
Cryptographic protocols configuration (CP module):
** Options for the cryptographic protocols module (default = PKCS1):
CP_RSAPD=BASIC RSA with basic padding.
CP_RSAPD=PKCS1 RSA with PKCS#1 v1.5 padding.
CP_RSAPD=PKCS2 RSA with PKCS#1 v2.1 padding.
** Available cryptographic protocols methods (default = QUICK;BASIC):
CP_METHD=BASIC Slow RSA decryption/signature.
CP_METHD=QUICK Fast RSA decryption/signature using CRT.
Available pseudo-random number generators (default = HASH):
RAND=HASH Use the HASH-DRBG generator. (recommended)
RAND=RELIC_HMAC Use the RELIC_HMAC-DRBG generator. (recommended)
RAND=UDEV Use the operating system underlying generator.
RAND=FIPS Use the FIPS 186-2 (CN1) SHA1-based generator.
RAND=CALL Override the generator with a callback.
Available random number generator seeders (default = UDEV):
SEED=WCGR Use Windows' CryptGenRandom. (recommended)
SEED=DEV Use blocking /dev/random. (recommended)
SEED=UDEV Use non-blocking /dev/urandom. (recommended)
SEED=LIBC Use the libc rand()/random() functions. (insecure!)
SEED=ZERO Use a zero seed. (insecure!)
Configured operating system: RELIC_NONE
Compiler flags: -pipe -std=c99 -Wall -O2 -funroll-loops -fomit-frame-pointer
Linker flags: -LE:/Downloads/relic-master/src/low/easy/
Configured E:/Downloads/relic-master/include/relic_conf.h.in
CMake Error at src/CMakeLists.txt:9 (string):
string no output variable specified
Found Doxygen: C:/Program Files/doxygen/bin/doxygen.exe (found version "1.8.13")
Configured E:/Downloads/relic-master/doc/relic.doxygen.in
Configuring incomplete, errors occurred!
See also "E:/Downloads/relic-build/CMakeFiles/CMakeOutput.log".
Thank you very much!
在 2017年2月22日星期三 UTC+8上午11:33:12，Diego F. Aranha写道：
Diego Aranha
Diego de Freitas Aranha
Institute of Computing - University of Campinas
http://www.ic.unicamp.br/~dfaranha
Wenyan Liu
在 2017年2月22日星期三 UTC+8下午10:45:39，Diego F. Aranha写道：
Diego Aranha
Diego de Freitas Aranha
Institute of Computing - University of Campinas
http://www.ic.unicamp.br/~dfaranha
Wenyan Liu
在 2017年2月23日星期四 UTC+8上午9:45:31，Diego F. Aranha写道：
...