mathematical formula
C1718
concept
A mathematical formula is a concise symbolic expression that defines a relationship between quantities using numbers, variables, and mathematical operators.
Observed surface forms (15)
- physical formula ×2
- algebraic identity ×1
- approximate formula ×1
- asymptotic formula ×1
- combinatorial identity ×1
- energy loss formula ×1
- formula in complex analysis ×1
- hydraulic engineering formula ×1
- mathematical formulation in celestial mechanics ×1
- mathematical identity ×1
- quantum field theory formula ×1
- semiconductor physics formula ×1
- stopping power formula ×1
- thermodynamic equation ×1
- trigonometric identity ×1
Instances (16)
- Feynman–Kac formula
- multinomial theorem via concept surface "algebraic identity"
- Pascal's identity via concept surface "combinatorial identity"
- Gauss’s planetary equations via concept surface "mathematical formulation in celestial mechanics"
- Einstein bed-load function via concept surface "hydraulic engineering formula"
- Riemann–Siegel formula via concept surface "asymptotic formula"
- Shockley diode equation via concept surface "semiconductor physics formula"
- Euler’s formula for complex exponentials via concept surface "mathematical identity"
- Euler product formula for the Riemann zeta function
- Euler–Maclaurin summation formula
- Euler’s polyhedron formula
- Sackur–Tetrode equation via concept surface "thermodynamic equation"
- LSZ reduction formula via concept surface "quantum field theory formula"
- Bethe formula for stopping power via concept surface "physical formula"
- Bethe–Feynman formula for nuclear explosions via concept surface "physical formula"
- Wigner surmise via concept surface "approximate formula"