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IBM

MCP Math Server

by IBM

Server Configuration

Describes the environment variables required to run the server.

NameRequiredDescriptionDefault
MCP_MATH_HOSTNoHost to bind to for HTTP transport0.0.0.0
MCP_MATH_PORTNoPort to use for HTTP transport8000
MCP_MATH_LOG_LEVELNoLogging level (DEBUG, INFO, WARNING, ERROR)INFO
MCP_MATH_TRANSPORTNoTransport type (http or stdio)stdio
MCP_MATH_CACHE_SIZENoSize of the function result cache1000
MCP_MATH_ENABLE_CORSNoEnable CORS for HTTP transporttrue
MCP_MATH_CACHE_STRATEGYNoCaching strategy for function resultssmart
MCP_MATH_DOMAIN_WHITELISTNoComma-separated list of allowed function domains
MCP_MATH_FUNCTION_BLACKLISTNoComma-separated list of disabled functions
MCP_MATH_COMPUTATION_TIMEOUTNoTimeout for function computations in seconds30.0
MCP_MATH_MAX_CONCURRENT_CALLSNoMaximum number of concurrent function calls10

Capabilities

Server capabilities have not been inspected yet.

Tools

Functions exposed to the LLM to take actions

NameDescription
addB

Add two numbers together. Pure arithmetic addition operation. (Domain: arithmetic, Category: core)

subtractA

Subtract the second number from the first number. (Domain: arithmetic, Category: core)

multiplyC

Multiply two numbers together. (Domain: arithmetic, Category: core)

divideC

Divide the first number by the second number. (Domain: arithmetic, Category: core)

powerC

Raise a number to a power. Handles integer and fractional exponents. (Domain: arithmetic, Category: core)

sqrtC

Calculate the square root of a number. (Domain: arithmetic, Category: core)

abs_valueA

Calculate the absolute value of a number. (Domain: arithmetic, Category: core)

signA

Determine the sign of a number. Returns 1, -1, or 0. (Domain: arithmetic, Category: core)

negateB

Negate a number (return its additive inverse). (Domain: arithmetic, Category: core)

round_numberC

Round a number to a specified number of decimal places. (Domain: arithmetic, Category: core)

floorA

Return the floor of a number (largest integer less than or equal to x). (Domain: arithmetic, Category: core)

ceilA

Return the ceiling of a number (smallest integer greater than or equal to x). (Domain: arithmetic, Category: core)

truncateA

Truncate a number towards zero (remove decimal part). (Domain: arithmetic, Category: core)

ceiling_multipleA

Round a number up to the nearest multiple of significance. Always rounds away from zero. (Domain: arithmetic, Category: general)

floor_multipleA

Round a number down to the nearest multiple of significance. Always rounds toward zero. (Domain: arithmetic, Category: general)

mroundC

Round a number to the nearest multiple of significance. Uses standard rounding rules. (Domain: arithmetic, Category: general)

moduloA

Calculate the modulo (remainder) of division. Returns a % b. (Domain: arithmetic, Category: core)

divmod_operationB

Perform division and return both quotient and remainder. Returns (quotient, remainder). (Domain: arithmetic, Category: core)

mod_powerA

Calculate modular exponentiation: (base^exponent) mod modulus. Efficient for large numbers. (Domain: arithmetic, Category: core)

quotientA

Return the integer quotient of division without remainder. Equivalent to a // b. (Domain: arithmetic, Category: general)

remainderC

Calculate floating-point remainder of division (IEEE remainder operation). (Domain: arithmetic, Category: core)

fmodB

Calculate floating-point modulo operation. Similar to % but for floats. (Domain: arithmetic, Category: core)

equalA

Check if two numbers are exactly equal. For floating-point numbers, consider using approximately_equal instead. (Domain: arithmetic, Category: comparison)

not_equalB

Check if two numbers are not equal. (Domain: arithmetic, Category: comparison)

less_thanB

Check if the first number is less than the second number. (Domain: arithmetic, Category: comparison)

less_than_or_equalB

Check if the first number is less than or equal to the second number. (Domain: arithmetic, Category: comparison)

greater_thanB

Check if the first number is greater than the second number. (Domain: arithmetic, Category: comparison)

greater_than_or_equalA

Check if the first number is greater than or equal to the second number. (Domain: arithmetic, Category: comparison)

in_rangeB

Check if a number is within a specified range (inclusive by default). (Domain: arithmetic, Category: comparison)

betweenA

Check if a value is between two bounds (exclusive by default, like mathematical interval notation). (Domain: arithmetic, Category: comparison)

minimumB

Find the smaller of two numbers. (Domain: arithmetic, Category: comparison)

maximumB

Find the larger of two numbers. (Domain: arithmetic, Category: comparison)

clampB

Clamp a value between a minimum and maximum bound. Ensures the value stays within specified limits. (Domain: arithmetic, Category: comparison)

sort_numbersC

Sort a list of numbers in ascending or descending order. (Domain: arithmetic, Category: comparison)

rank_numbersB

Get the rank (1-based position) of each number in a list when sorted. Handles ties appropriately. (Domain: arithmetic, Category: comparison)

min_listB

Find the minimum value in a list of numbers. (Domain: arithmetic, Category: comparison)

max_listC

Find the maximum value in a list of numbers. (Domain: arithmetic, Category: comparison)

approximately_equalC

Check if two floating-point numbers are approximately equal within a tolerance. Handles floating-point precision issues. (Domain: arithmetic, Category: comparison)

close_to_zeroB

Check if a number is close to zero within a tolerance. Useful for floating-point comparisons. (Domain: arithmetic, Category: comparison)

is_finiteA

Check if a number is finite (not infinite and not NaN). (Domain: arithmetic, Category: comparison)

is_nanB

Check if a number is NaN (Not a Number). (Domain: arithmetic, Category: comparison)

is_infiniteA

Check if a number is infinite (positive or negative infinity). (Domain: arithmetic, Category: comparison)

is_normalA

Check if a number is normal (finite, non-zero, and not subnormal). (Domain: arithmetic, Category: comparison)

is_closeC

Relative tolerance comparison using both absolute and relative tolerances. (Domain: arithmetic, Category: comparison)

is_primeA

Check if a number is prime. A prime number is only divisible by 1 and itself. (Domain: arithmetic, Category: number_theory)

next_primeA

Find the next prime number greater than the given number. (Domain: arithmetic, Category: number_theory)

nth_primeB

Find the nth prime number (1-indexed). Uses efficient prime generation. (Domain: arithmetic, Category: number_theory)

prime_factorsB

Find all prime factors of a number. Returns the prime factorization as a list. (Domain: arithmetic, Category: number_theory)

prime_countA

Count the number of prime numbers less than or equal to n (prime counting function π(n)). (Domain: arithmetic, Category: number_theory)

is_coprimeB

Check if two numbers are coprime (their greatest common divisor is 1). (Domain: arithmetic, Category: number_theory)

first_n_primesA

Generate the first n prime numbers using the Sieve of Eratosthenes algorithm. (Domain: arithmetic, Category: number_theory)

gcdC

Calculate the Greatest Common Divisor (GCD) of two integers using Euclidean algorithm. (Domain: arithmetic, Category: number_theory)

lcmB

Calculate the Least Common Multiple (LCM) of two integers. (Domain: arithmetic, Category: number_theory)

divisorsA

Find all positive divisors of a number in sorted order. (Domain: arithmetic, Category: number_theory)

is_divisibleB

Check if the first number is divisible by the second number (remainder is zero). (Domain: arithmetic, Category: number_theory)

is_evenA

Check if a number is even (divisible by 2). (Domain: arithmetic, Category: number_theory)

is_oddB

Check if a number is odd (not divisible by 2). (Domain: arithmetic, Category: number_theory)

extended_gcdA

Extended Euclidean algorithm. Returns gcd(a,b) and coefficients x,y such that ax + by = gcd(a,b). (Domain: arithmetic, Category: number_theory)

divisor_countB

Count the number of positive divisors of a number (divisor function τ(n)). (Domain: arithmetic, Category: number_theory)

divisor_sumB

Calculate the sum of all positive divisors of a number (divisor function σ(n)). (Domain: arithmetic, Category: number_theory)

is_perfect_squareB

Check if a number is a perfect square. (Domain: arithmetic, Category: basic_sequences)

perfect_squaresB

Generate the first n perfect squares. (Domain: arithmetic, Category: basic_sequences)

nth_perfect_squareC

Get the nth perfect square (0-indexed). (Domain: arithmetic, Category: basic_sequences)

is_power_of_twoC

Check if a number is a power of two. (Domain: arithmetic, Category: basic_sequences)

powers_of_twoC

Generate the first n powers of two. (Domain: arithmetic, Category: basic_sequences)

nth_power_of_twoB

Get the nth power of two (0-indexed). (Domain: arithmetic, Category: basic_sequences)

fibonacciC

Calculate the nth Fibonacci number using efficient matrix exponentiation. (Domain: arithmetic, Category: basic_sequences)

fibonacci_sequenceC

Generate the first n Fibonacci numbers. (Domain: arithmetic, Category: basic_sequences)

is_fibonacci_numberC

Check if a number is a Fibonacci number. (Domain: arithmetic, Category: basic_sequences)

factorialC

Calculate factorial n! = n × (n-1) × ... × 2 × 1. (Domain: arithmetic, Category: basic_sequences)

double_factorialC

Calculate the double factorial of a number. n!! = n × (n-2) × (n-4) × ... × 2 or 1. (Domain: arithmetic, Category: general)

subfactorialA

Calculate subfactorial !n (derangements of n items). (Domain: arithmetic, Category: basic_sequences)

triangular_numberB

Calculate the nth triangular number T_n = n(n+1)/2. (Domain: arithmetic, Category: basic_sequences)

is_triangular_numberC

Check if a number is a triangular number. (Domain: arithmetic, Category: basic_sequences)

triangular_sequenceC

Generate the first n triangular numbers. (Domain: arithmetic, Category: basic_sequences)

pentagonal_numberA

Calculate the nth pentagonal number P_n = n(3n-1)/2. (Domain: arithmetic, Category: basic_sequences)

is_pentagonal_numberC

Check if a number is a pentagonal number. (Domain: arithmetic, Category: basic_sequences)

pentagonal_sequenceC

Generate the first n pentagonal numbers. (Domain: arithmetic, Category: basic_sequences)

square_pyramidal_numberC

Calculate the nth square pyramidal number. (Domain: arithmetic, Category: figurate_numbers)

tetrahedral_numberC

Calculate the nth tetrahedral number (sum of first n triangular numbers). (Domain: arithmetic, Category: basic_sequences)

catalan_numberC

Calculate the nth Catalan number C_n = (2n)!/(n+1)!n!. (Domain: arithmetic, Category: combinatorial_numbers)

is_mersenne_primeB

Check if a number is a Mersenne prime (prime of form 2^p - 1 where p is prime). (Domain: arithmetic, Category: special_primes)

mersenne_prime_exponentsB

Get known Mersenne prime exponents up to a limit. (Domain: arithmetic, Category: special_primes)

lucas_lehmer_testC

Perform Lucas-Lehmer primality test for Mersenne numbers. (Domain: arithmetic, Category: special_primes)

mersenne_numbersC

Generate Mersenne numbers 2^p - 1 for prime exponents up to limit. (Domain: arithmetic, Category: special_primes)

is_fermat_primeB

Check if a number is a Fermat prime (prime of form 2^(2^n) + 1). (Domain: arithmetic, Category: special_primes)

fermat_numbersC

Generate Fermat numbers F_n = 2^(2^n) + 1 up to index limit. (Domain: arithmetic, Category: special_primes)

known_fermat_primesB

Get the five known Fermat primes. (Domain: arithmetic, Category: special_primes)

is_sophie_germain_primeA

Check if a prime p is a Sophie Germain prime (2p + 1 is also prime). (Domain: arithmetic, Category: special_primes)

is_safe_primeA

Check if a prime q is a safe prime (q = 2p + 1 where p is prime). (Domain: arithmetic, Category: special_primes)

safe_prime_pairsC

Find Sophie Germain and safe prime pairs up to limit. (Domain: arithmetic, Category: special_primes)

is_twin_primeA

Check if a number is part of a twin prime pair (p, p+2). (Domain: arithmetic, Category: special_primes)

twin_prime_pairsC

Find twin prime pairs up to limit. (Domain: arithmetic, Category: special_primes)

cousin_primesA

Find all cousin prime pairs (primes differing by 4) up to limit. (Domain: arithmetic, Category: prime_patterns)

sexy_primesB

Find all sexy prime pairs (primes differing by 6) up to limit. (Domain: arithmetic, Category: prime_patterns)

wilson_theorem_checkC

Check Wilson's theorem: p is prime iff (p-1)! ≡ -1 (mod p). (Domain: arithmetic, Category: primality_tests)

wilson_factorial_modC

Calculate k! mod m efficiently for Wilson's theorem. (Domain: arithmetic, Category: primality_tests)

is_fermat_pseudoprimeC

Check if n is a Fermat pseudoprime to base a. (Domain: arithmetic, Category: pseudoprimes)

fermat_primality_checkC

Perform Fermat primality check for base a. (Domain: arithmetic, Category: primality_tests)

is_carmichael_numberC

Check if n is a Carmichael number (absolute Fermat pseudoprime). (Domain: arithmetic, Category: pseudoprimes)

Prompts

Interactive templates invoked by user choice

NameDescription

No prompts

Resources

Contextual data attached and managed by the client

NameDescription
Available FunctionsList of currently available mathematical functions after filtering
Function StatisticsStatistics about function filtering and availability
Server ConfigurationCurrent server configuration

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