mathematicallyUses

P4746
predicate

Indicates that one entity employs or applies another entity within a mathematical context, such as in a formula, proof, computation, or theoretical framework.

Try in SPARQL

All labels observed (36)

Label Occurrences
hasMathematicalForm 56
appearsInEquation 37
usesMathematics 20

Description generation (PDg)

The one-sentence description above was generated by prompting gpt-5.1 with the predicate name and this instruction.

Instruction
Given a predicate that represents a relationship or action between entities, generate a one-sentence description explaining its meaning.  
# Instructions
Focus on describing the relationship, not the entities themselves. 
# Response Format
Begin the description with \' Indicates...\'
Input
Predicate: mathematicallyUses
Generated description
Indicates that one entity employs or applies another entity within a mathematical context, such as in a formula, proof, computation, or theoretical framework.

Sample triples (300)

Subject Object
textbook "Quantum Electronics"
surface form: Quantum Electronics
rate equations via predicate surface "containsMathematics" ⓘ
double-slit experiment superposition of two coherent waves via predicate surface "mathematicalDescription" ⓘ
double-slit experiment interference term proportional to cosine of phase difference via predicate surface "mathematicalDescription" ⓘ
RMM1 empirical orthogonal function analysis via predicate surface "computedUsing" ⓘ
HITS algorithm spectral graph theory via predicate surface "mathematicalFoundation" ⓘ
HITS algorithm linear algebra via predicate surface "mathematicalFoundation" ⓘ
Fibonacci search Fibonacci sequence via predicate surface "usesMathematicalConcept" ⓘ
surface form: Fibonacci numbers
Fibonacci search properties of Fibonacci sequence indices via predicate surface "usesMathematicalConcept" ⓘ
Ledoux criterion inequality involving temperature and composition gradients via predicate surface "hasMathematicalForm" ⓘ
The Cosmographic Mystery tetrahedron via predicate surface "usesMathematicalObject" ⓘ
The Cosmographic Mystery cube via predicate surface "usesMathematicalObject" ⓘ
The Cosmographic Mystery octahedron via predicate surface "usesMathematicalObject" ⓘ
The Cosmographic Mystery dodecahedron via predicate surface "usesMathematicalObject" ⓘ
The Cosmographic Mystery icosahedron via predicate surface "usesMathematicalObject" ⓘ
stress–energy tensor Einstein field equations via predicate surface "appearsInEquation" ⓘ
stress–energy tensor conservation of energy–momentum equations via predicate surface "appearsInEquation" ⓘ
Einstein–Yang–Mills equations G_{μν} = 8πG T^{YM}_{μν} via predicate surface "hasMathematicalForm" ⓘ
Einstein–Yang–Mills equations D_{μ} F^{a μν} = 0 in curved spacetime via predicate surface "hasMathematicalForm" ⓘ
Gutenberg–Richter law log10 N = a − bM via predicate surface "hasMathematicalForm" ⓘ
Laspeyres formula L = (Σ p_t q_0) / (Σ p_0 q_0) via predicate surface "hasMathematicalForm" ⓘ
Yukawa coupling dimensionless coupling constant in four spacetime dimensions via predicate surface "hasMathematicalForm" ⓘ
Kramers degeneracy T^2 = -1 on half-integer spin states via predicate surface "mathematicallyExpressedAs" ⓘ
Zhu Shijie counting rods via predicate surface "usedMathematicalTool" ⓘ
Alain Badiou set theory via predicate surface "usesMathematics" ⓘ
Alain Badiou Cantorian set theory via predicate surface "usesMathematics" ⓘ
Alain Badiou forcing via predicate surface "usesMathematics" ⓘ
Natural Policy Gradient information geometry via predicate surface "mathematicalFoundation" ⓘ
Natural Policy Gradient Riemannian optimization via predicate surface "mathematicalFoundation" ⓘ
Bianchi type cosmologies orthonormal frame formalism via predicate surface "hasMathematicalFramework" ⓘ
Bianchi type cosmologies Hamiltonian formulation of cosmology via predicate surface "hasMathematicalFramework" ⓘ
Shunya (void) placeholder in positional notation via predicate surface "roleInMathematics" ⓘ
Shunya (void) number representing null quantity via predicate surface "roleInMathematics" ⓘ
Hubble constant H₀
surface form: Hubble constant
v = H₀ d via predicate surface "appearsInEquation" ⓘ
PMAC message authentication code
surface form: PMAC
finite field over block size via predicate surface "usesMathematicalStructure" ⓘ
Verdet constant θ = V B L via predicate surface "appearsInEquation" ⓘ
Langmuir adsorption isotherm θ = (K P) / (1 + K P) via predicate surface "hasMathematicalForm" ⓘ
Langmuir adsorption isotherm θ = (K C) / (1 + K C) via predicate surface "hasMathematicalForm" ⓘ
von Kármán constant u+ = (1/κ) ln y+ + B via predicate surface "appearsInEquation" ⓘ
von Kármán constant U(z) = (u*/κ) ln(z/z0) for neutral atmospheric stratification via predicate surface "appearsInEquation" ⓘ
Urbach tail exponential dependence of absorption coefficient on photon energy via predicate surface "hasMathematicalForm" ⓘ
Hamming window w[n] = α − β cos(2πn/(N−1)) via predicate surface "hasMathematicalForm" ⓘ
Schrödinger picture complex Hilbert space via predicate surface "usesMathematicalStructure" ⓘ
Schrödinger picture self-adjoint operators for observables via predicate surface "usesMathematicalStructure" ⓘ
Schrödinger picture unitary operators for time evolution via predicate surface "usesMathematicalStructure" ⓘ
Debye relaxation complex permittivity epsilon(omega) = epsilon_infinity + (epsilon_s - epsilon_infinity) / (1 + i omega tau) via predicate surface "hasMathematicalForm" ⓘ
Leontief production function Q(x) = min_i (x_i / a_i) via predicate surface "mathematicallyExpressedAs" ⓘ
Rayleigh–Sommerfeld diffraction theory surface integral over aperture via predicate surface "hasMathematicalForm" ⓘ
theory of unparticles quantum field theory with non-integer operator dimensions via predicate surface "hasMathematicalFramework" ⓘ
Arrhenius equation ln k = ln A - E_a/(R T) via predicate surface "hasMathematicalForm" ⓘ
Arrhenius equation for temperature dependence of reaction rates k = A · exp(−Ea / (R · T)) via predicate surface "hasMathematicalForm" ⓘ