Mathematical Symbols

Mathematical symbol collection, including operation symbols, equation symbols, geometry symbols, set symbols, calculus symbols, algebra symbols and more math symbols

Symbol
Name
Description
Unicode
HTML Code
+
Represents addition operation
U+002B
+
-
Represents subtraction operation or negative numbers
U+002D
-
×
Represents multiplication operation
U+00D7
×
÷
Represents division operation
U+00F7
÷
=
Indicates values on both sides are equal
U+003D
=
Indicates two values are not equal
U+2260
≠
Indicates two values are approximately equal
U+2248
≈
<
Indicates the left value is less than the right value
U+003C
&lt;
>
Indicates the left value is greater than the right value
U+003E
&gt;
Indicates the left value is less than or equal to the right value
U+2264
&le;
Indicates the left value is greater than or equal to the right value
U+2265
&ge;
Indicates one value is much less than another
U+226A
&Lt;
Indicates one value is much greater than another
U+226B
&Gt;
Indicates two figures are similar
U+223C
&sim;
Indicates two expressions are identical
U+2261
&equiv;
Indicates two expressions are not identical
U+2262
&#8802;
Indicates two values are not approximately equal
U+2249
&#8777;
Indicates one value is not less than another
U+226E
&#8814;
Indicates one value is not greater than another
U+226F
&#8815;
Indicates an element belongs to a set
U+2208
&isin;
Indicates an element does not belong to a set
U+2209
&notin;
Indicates a set contains an element
U+220B
&ni;
Indicates a set does not contain an element
U+220C
&#8716;
Indicates one set is a subset of another
U+2282
&sub;
Indicates one set is a superset of another
U+2283
&sup;
Indicates one set is not a subset of another
U+2284
&nsub;
Indicates one set is not a superset of another
U+2285
&nsup;
Indicates one set is a subset of or equal to another
U+2286
&sube;
Indicates one set is a superset of or equal to another
U+2287
&supe;
Represents the union of two or more sets
U+222A
&cup;
Represents the intersection of two or more sets
U+2229
&cap;
Represents a set containing no elements
U+2205
&empty;
Represents the complement of a set relative to the universal set
U+2201
&#8705;
Alternative notation for set membership
U+220A
&#8714;
Indicates one set is a proper subset of another
U+228A
&#8842;
Indicates one set is a proper superset of another
U+228B
&#8843;
Represents union operation for multisets
U+228E
&#8846;
Represents intersection of intervals or lattices
U+2293
&#8851;
Represents union of intervals or lattices
U+2294
&#8852;
Indicates a statement is true for all elements
U+2200
&forall;
Indicates there exists an element satisfying a condition
U+2203
&exist;
Indicates there does not exist an element satisfying a condition
U+2204
&#8708;
Indicates the conclusion of a logical argument
U+2234
&there4;
Indicates the reason in a logical argument
U+2235
&#8757;
Represents the logical AND operation
U+2227
&and;
Represents the logical OR operation
U+2228
&or;
¬
Represents the logical NOT operation
U+00AC
&not;
Represents logical implication
U+21D2
&rArr;
Represents logical equivalence
U+21D4
&hArr;
Represents semantic consequence in logic
U+22A8
&#8872;
Represents syntactic derivability in logic
U+22A2
&#8866;
Represents logical AND operation of multiple propositions
U+22C0
&#8896;
Represents logical OR operation of multiple propositions
U+22C1
&#8897;
Represents an angle in geometry
U+2220
&ang;
Represents a 90-degree angle
U+221F
&#8735;
Indicates two lines are parallel
U+2225
&#8741;
Indicates two lines are perpendicular
U+22A5
&perp;
Indicates two figures are congruent
U+2245
&cong;
Represents measured angle in geometry
U+2221
&#8737;
Represents angle in spherical geometry
U+2222
&#8738;
Represents the sum of a series of values
U+2211
&sum;
Represents the product of a series of values
U+220F
&prod;
Represents the square root of a value
U+221A
&radic;
Represents the cube root of a value
U+221B
&#8731;
Represents the fourth root of a value
U+221C
&#8732;
Represents the integral of a function
U+222B
&int;
Represents the double integral of a function
U+222C
&#8748;
Represents the triple integral of a function
U+222D
&#8749;
Represents integration along a closed curve
U+222E
&#8750;
Represents integration over a surface
U+222F
&#8751;
Represents integration over a volume
U+2230
&#8752;
Represents exclusive or (XOR) or direct sum operation
U+2295
&oplus;
Represents tensor product or Kronecker product
U+2297
&otimes;
Represents symmetric difference of sets or other subtraction operations
U+2296
&#8854;
Represents dot product of vectors or other multiplication operations
U+2299
&#8857;
Represents various mathematical operations with diamond notation
U+22C4
&#8900;
Represents the partial derivative of a function
U+2202
&part;
Represents gradient, divergence, or curl operations
U+2207
&nabla;
Represents the change or increment in a quantity
U+2206
&Delta;
Represents an infinite value or concept
U+221E
&infin;
Indicates two quantities are proportional
U+221D
&prop;
Represents various operations like convolution or complex conjugate
U+2217
&#8727;
Represents function composition
U+2218
&#8728;
Indicates one number divides another without remainder
U+2223
&#8739;
Indicates one number does not divide another without remainder
U+2224
&#8740;
Indicates two lines are not parallel
U+2226
&#8742;
Represents a proportional relationship
U+2237
&#8759;
Represents intersection of multiple sets
U+22C2
&#8898;
Represents union of multiple sets
U+22C3
&#8899;
π
Represents the ratio of a circle's circumference to its diameter
U+03C0
&pi;
Represents dot product or scalar multiplication
U+22C5
&sdot;
Represents horizontal continuation
U+22EF
&#8943;
Represents vertical continuation
U+22EE
&#8942;
Represents continuation towards upper right
U+22F0
&#8944;
Represents continuation towards lower right
U+22F1
&#8945;
Indicates the end of a mathematical proof
U+220E
&#8718;
Represents a plus sign in superscript position
U+207A
&#8314;
Represents a minus sign in superscript position
U+207B
&#8315;
Represents the letter n in superscript position
U+207F
&#8319;
Represents a plus sign in subscript position
U+208A
&#8330;
Represents a minus sign in subscript position
U+208B
&#8331;
±
Indicates a value can be either positive or negative
U+00B1
&plusmn;
Indicates one set is neither a subset of nor equal to another set
U+2288
&#8840;
Indicates one set is neither a superset of nor equal to another set
U+2289
&#8841;
Represents logical true or the maximum element in lattice theory
U+22A4
&#8868;
Represents addition operation with a dot
U+2214
&#8724;
Alternative notation for division
U+2215
&#8725;
Represents set difference operation
U+2216
&#8726;
Represents various mathematical operations
U+2219
&#8729;
Represents the set of all natural numbers
U+2115
&#8469;
Represents the set of all integers
U+2124
&#8484;
Represents the set of all rational numbers
U+211A
&#8474;
Represents the set of all real numbers
U+211D
&#8477;
Represents the set of all complex numbers
U+2102
&#8450;
Represents the set of all prime numbers
U+2119
&#8473;