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   August 2025
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  - Unicode 16.0 update.

   Blocks Added
   - Tulu‑Tigalari – new: 80 characters
   - Garay – new: 69 characters
   - Gurung Khema – new: 58 characters
   - Kirat Rai – new: 58 characters
   - Todhri – new: 52 characters
   - Sunuwar – new: 44 characters
   - Ol Onal – new: 44 characters

Mathematical Alphanumeric Symbols Unicode Characters page 7


Complete list of Mathematical Alphanumeric Symbols Unicode Characters


The Mathematical Alphanumeric Symbols block contains characters that are variants of the Latin and Greek alphabets, used specifically in mathematical notation. These include bold, italic, double-struck, script, and fraktur styles of letters and digits. These characters are essential for representing mathematical concepts, equations, and expressions in a standardized way, allowing for clear communication of complex mathematical ideas in digital formats..
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120432U+1D670 𝙰MATHEMATICAL MONOSPACE CAPITAL A
120433U+1D671 𝙱MATHEMATICAL MONOSPACE CAPITAL B
120434U+1D672 𝙲MATHEMATICAL MONOSPACE CAPITAL C
120435U+1D673 𝙳MATHEMATICAL MONOSPACE CAPITAL D
120436U+1D674 𝙴MATHEMATICAL MONOSPACE CAPITAL E
120437U+1D675 𝙵MATHEMATICAL MONOSPACE CAPITAL F
120438U+1D676 𝙶MATHEMATICAL MONOSPACE CAPITAL G
120439U+1D677 𝙷MATHEMATICAL MONOSPACE CAPITAL H
120440U+1D678 𝙸MATHEMATICAL MONOSPACE CAPITAL I
120441U+1D679 𝙹MATHEMATICAL MONOSPACE CAPITAL J
120442U+1D67A 𝙺MATHEMATICAL MONOSPACE CAPITAL K
120443U+1D67B 𝙻MATHEMATICAL MONOSPACE CAPITAL L
120444U+1D67C 𝙼MATHEMATICAL MONOSPACE CAPITAL M
120445U+1D67D 𝙽MATHEMATICAL MONOSPACE CAPITAL N
120446U+1D67E 𝙾MATHEMATICAL MONOSPACE CAPITAL O
120447U+1D67F 𝙿MATHEMATICAL MONOSPACE CAPITAL P
120448U+1D680 𝚀MATHEMATICAL MONOSPACE CAPITAL Q
120449U+1D681 𝚁MATHEMATICAL MONOSPACE CAPITAL R
120450U+1D682 𝚂MATHEMATICAL MONOSPACE CAPITAL S
120451U+1D683 𝚃MATHEMATICAL MONOSPACE CAPITAL T
120452U+1D684 𝚄MATHEMATICAL MONOSPACE CAPITAL U
120453U+1D685 𝚅MATHEMATICAL MONOSPACE CAPITAL V
120454U+1D686 𝚆MATHEMATICAL MONOSPACE CAPITAL W
120455U+1D687 𝚇MATHEMATICAL MONOSPACE CAPITAL X
120456U+1D688 𝚈MATHEMATICAL MONOSPACE CAPITAL Y
120457U+1D689 𝚉MATHEMATICAL MONOSPACE CAPITAL Z
120458U+1D68A 𝚊MATHEMATICAL MONOSPACE SMALL A
120459U+1D68B 𝚋MATHEMATICAL MONOSPACE SMALL B
120460U+1D68C 𝚌MATHEMATICAL MONOSPACE SMALL C
120461U+1D68D 𝚍MATHEMATICAL MONOSPACE SMALL D
120462U+1D68E 𝚎MATHEMATICAL MONOSPACE SMALL E
120463U+1D68F 𝚏MATHEMATICAL MONOSPACE SMALL F
120464U+1D690 𝚐MATHEMATICAL MONOSPACE SMALL G
120465U+1D691 𝚑MATHEMATICAL MONOSPACE SMALL H
120466U+1D692 𝚒MATHEMATICAL MONOSPACE SMALL I
120467U+1D693 𝚓MATHEMATICAL MONOSPACE SMALL J
120468U+1D694 𝚔MATHEMATICAL MONOSPACE SMALL K
120469U+1D695 𝚕MATHEMATICAL MONOSPACE SMALL L
120470U+1D696 𝚖MATHEMATICAL MONOSPACE SMALL M
120471U+1D697 𝚗MATHEMATICAL MONOSPACE SMALL N
120472U+1D698 𝚘MATHEMATICAL MONOSPACE SMALL O
120473U+1D699 𝚙MATHEMATICAL MONOSPACE SMALL P
120474U+1D69A 𝚚MATHEMATICAL MONOSPACE SMALL Q
120475U+1D69B 𝚛MATHEMATICAL MONOSPACE SMALL R
120476U+1D69C 𝚜MATHEMATICAL MONOSPACE SMALL S
120477U+1D69D 𝚝MATHEMATICAL MONOSPACE SMALL T
120478U+1D69E 𝚞MATHEMATICAL MONOSPACE SMALL U
120479U+1D69F 𝚟MATHEMATICAL MONOSPACE SMALL V
120480U+1D6A0 𝚠MATHEMATICAL MONOSPACE SMALL W
120481U+1D6A1 𝚡MATHEMATICAL MONOSPACE SMALL X
120482U+1D6A2 𝚢MATHEMATICAL MONOSPACE SMALL Y
120483U+1D6A3 𝚣MATHEMATICAL MONOSPACE SMALL Z
120484U+1D6A4 𝚤MATHEMATICAL ITALIC SMALL DOTLESS I
120485U+1D6A5 𝚥MATHEMATICAL ITALIC SMALL DOTLESS J
120488U+1D6A8 𝚨MATHEMATICAL BOLD CAPITAL ALPHA
120489U+1D6A9 𝚩MATHEMATICAL BOLD CAPITAL BETA
120490U+1D6AA 𝚪MATHEMATICAL BOLD CAPITAL GAMMA
120491U+1D6AB 𝚫MATHEMATICAL BOLD CAPITAL DELTA
120492U+1D6AC 𝚬MATHEMATICAL BOLD CAPITAL EPSILON
120493U+1D6AD 𝚭MATHEMATICAL BOLD CAPITAL ZETA
120494U+1D6AE 𝚮MATHEMATICAL BOLD CAPITAL ETA
120495U+1D6AF 𝚯MATHEMATICAL BOLD CAPITAL THETA
120496U+1D6B0 𝚰MATHEMATICAL BOLD CAPITAL IOTA
120497U+1D6B1 𝚱MATHEMATICAL BOLD CAPITAL KAPPA
120498U+1D6B2 𝚲MATHEMATICAL BOLD CAPITAL LAMDA
120499U+1D6B3 𝚳MATHEMATICAL BOLD CAPITAL MU
120500U+1D6B4 𝚴MATHEMATICAL BOLD CAPITAL NU
120501U+1D6B5 𝚵MATHEMATICAL BOLD CAPITAL XI
120502U+1D6B6 𝚶MATHEMATICAL BOLD CAPITAL OMICRON
120503U+1D6B7 𝚷MATHEMATICAL BOLD CAPITAL PI
120504U+1D6B8 𝚸MATHEMATICAL BOLD CAPITAL RHO
120505U+1D6B9 𝚹MATHEMATICAL BOLD CAPITAL THETA SYMBOL
120506U+1D6BA 𝚺MATHEMATICAL BOLD CAPITAL SIGMA
120507U+1D6BB 𝚻MATHEMATICAL BOLD CAPITAL TAU
120508U+1D6BC 𝚼MATHEMATICAL BOLD CAPITAL UPSILON
120509U+1D6BD 𝚽MATHEMATICAL BOLD CAPITAL PHI
120510U+1D6BE 𝚾MATHEMATICAL BOLD CAPITAL CHI
120511U+1D6BF 𝚿MATHEMATICAL BOLD CAPITAL PSI
120512U+1D6C0 𝛀MATHEMATICAL BOLD CAPITAL OMEGA
120513U+1D6C1 𝛁MATHEMATICAL BOLD NABLA
120514U+1D6C2 𝛂MATHEMATICAL BOLD SMALL ALPHA
120515U+1D6C3 𝛃MATHEMATICAL BOLD SMALL BETA
120516U+1D6C4 𝛄MATHEMATICAL BOLD SMALL GAMMA
120517U+1D6C5 𝛅MATHEMATICAL BOLD SMALL DELTA
120518U+1D6C6 𝛆MATHEMATICAL BOLD SMALL EPSILON
120519U+1D6C7 𝛇MATHEMATICAL BOLD SMALL ZETA
120520U+1D6C8 𝛈MATHEMATICAL BOLD SMALL ETA
120521U+1D6C9 𝛉MATHEMATICAL BOLD SMALL THETA
120522U+1D6CA 𝛊MATHEMATICAL BOLD SMALL IOTA
120523U+1D6CB 𝛋MATHEMATICAL BOLD SMALL KAPPA
120524U+1D6CC 𝛌MATHEMATICAL BOLD SMALL LAMDA
120525U+1D6CD 𝛍MATHEMATICAL BOLD SMALL MU
120526U+1D6CE 𝛎MATHEMATICAL BOLD SMALL NU
120527U+1D6CF 𝛏MATHEMATICAL BOLD SMALL XI
120528U+1D6D0 𝛐MATHEMATICAL BOLD SMALL OMICRON
120529U+1D6D1 𝛑MATHEMATICAL BOLD SMALL PI
120530U+1D6D2 𝛒MATHEMATICAL BOLD SMALL RHO
120531U+1D6D3 𝛓MATHEMATICAL BOLD SMALL FINAL SIGMA
120532U+1D6D4 𝛔MATHEMATICAL BOLD SMALL SIGMA
120533U+1D6D5 𝛕MATHEMATICAL BOLD SMALL TAU
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