Difference between revisions of "Card Trivia:Mathmech Sigma"

Latest revision as of 19:29, 8 April 2023

"Mathmech Sigma":

This monster is based on the summation operator sigma (Σ).
- Fittingly, the jagged edges of this monster's sword and the comb on its helmet are shaped like the sigma letter.

This card is a counterpart of "Mathmech Nabla".
- This monster is based on summation (which is involved in integration), while "Nabla" is based on differentiation.

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-* This card is named after the Greek letter [[wikipedia:Sigma#Science and mathematics|Sigma]], used in mathematics to represent [[wikipedia:Summation|summation]].
+* This monster's silhouette appears in the artwork of "[[Mathmech Equation]]".
-** Summation is involved in [[wikipedia:Integral|integration]], which makes this card a counterpart of the differentiation-based "[[Zan-Ki Nabla]]".
-** The Sigma symbol Σ is represented by the jagged edges of this monster's sword.
-* This monster appears as a silhouette in the artwork of "[[Zan-Ki Formula]]".
+* This monster is based on the [[wikipedia:Summation|summation]] operator [[wikipedia:Sigma|sigma]] (Σ).
+** Fittingly, the jagged edges of this monster's sword and the comb on its helmet are shaped like the sigma letter.
+* This monster has an [[Card evolutions|upgraded]] [[Synchro Monster|Synchro]] form: "[[Geomathmech Final Sigma]]".
+* This card is a [[counterpart]] of "[[Mathmech Nabla]]".
+** This monster is based on summation (which is involved in [[wikipedia:Integral|integration]]), while "Nabla" is based on [[wikipedia:Derivative|differentiation]].