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{{short description|Connected sum of two trefoil knots with same chirality}} | slice= ...

{{short description|Family of mathematical knots}} ...s are an infinite family of knots, and are considered the simplest type of knots after the [[torus knot]]s. ...

| slice= slice ...sted as the '''6₁ knot''' in the [[Alexander–Briggs notation]], and it can also be described as a [[twist knot]] with four half twists, or as t ...

| slice= ...ually depicted in a highly-symmetric form, and so appears in the symbolism and/or artistic ornamentation of various cultures. ...

| slice= ...six, the others being the [[Stevedore knot (mathematics)|stevedore knot]] and the [[63 knot|6₃ knot]]. This knot is sometimes referred to as ...

| slice= ...]. It is [[alternating knot|alternating]], [[hyperbolic knot|hyperbolic]], and [[amphichiral knot|fully amphichiral]]. ...

| slice= ...e 52 knot.}}</ref> in the [[Alexander-Briggs notation]], and is one of two knots with [[crossing number (knot theory)|crossing number]] five, the other bein ...

...[0,1]</math> such that <math>f(L_0 \times \{0\}) = L_0 \times \{0\}</math> and <math>f(L_0 \times \{1\}) = L_1 \times \{1\}</math>. ...[homotopy]]: isotopy implies concordance implies homotopy. A link is a '''slice link''' if it is concordant to the [[unlink]]. ...

| slice= In the [[knot theory|mathematical theory of knots]], '''L10a140''' is the name in the [https://katlas.org/wiki/The_Thistlethw ...

| death_date ={{death date and age |2014|12|16 |1955|04|07 |}} ...[low-dimensional topology]], [[knot theory|the theory of knots and links]] and associated algebra. ...

{{Short description|Study of vector bundles, principal bundles, and fibre bundles}} ...(mathematics)|connections]] on [[vector bundle]]s, [[principal bundle]]s, and [[fibre bundle]]s. Gauge theory in mathematics should not be confused with ...