Frederic Mynard

Frederic Mynard

New Jersey City University

H-index: 12

North America-United States

About Frederic Mynard

Frederic Mynard, With an exceptional h-index of 12 and a recent h-index of 4 (since 2020), a distinguished researcher at New Jersey City University, specializes in the field of Topology, set theory, category theory, analysis.

His recent articles reflect a diverse array of research interests and contributions to the field:

Subobjects and Compactness in Point-Free Convergence

Concrete functors that respect initiality and finality

When is a category of adherence-determined convergences simple?

On points of convergence lattices and sobriety for convergence spaces

Approach theory and pointfree convergence

ORDER CONVERGENCE AND CONVERGENCE IN THE INTERVAL TOPOLOGY IN THE PRESENCE OF COMPACTOIDNESS

Comparison of countability conditions within three fundamental classifications of convergences

Frederic Mynard Information

University

Position

___

Citations(all)

411

Citations(since 2020)

110

Cited By

361

hIndex(all)

12

hIndex(since 2020)

4

i10Index(all)

18

i10Index(since 2020)

1

Email

University Profile Page

New Jersey City University

Google Scholar

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Frederic Mynard Skills & Research Interests

Topology

set theory

category theory

analysis

Top articles of Frederic Mynard

Title

Journal

Author(s)

Publication Date

Subobjects and Compactness in Point-Free Convergence

Journal of Mathematics

Emilio Angulo

Frédéric Mynard

2023/1/16

Concrete functors that respect initiality and finality

Applied General Topology

Frédéric Mynard

2023/4/5

When is a category of adherence-determined convergences simple?

Topology and its Applications

Frédéric Mynard

Jerzy Wojciechowski

2022/12/1

On points of convergence lattices and sobriety for convergence spaces

Topology and its Applications

Frédéric Mynard

2022/9/1

Approach theory and pointfree convergence

Top. Proc

Frédéric Mynard

2022

ORDER CONVERGENCE AND CONVERGENCE IN THE INTERVAL TOPOLOGY IN THE PRESENCE OF COMPACTOIDNESS

GIOVANNI MARELLI, A sketch for derivators 409

Frédéric MYNARD

2021/10/1

Comparison of countability conditions within three fundamental classifications of convergences

Topology and its Applications

Frédéric Mynard

2020/6/1

See List of Professors in Frederic Mynard University(New Jersey City University)

Co-Authors

H-index: 25
Mikhail Tkachenko

Mikhail Tkachenko

Universidad Autónoma Metropolitana

H-index: 21
Dirk Hofmann

Dirk Hofmann

Universidade de Aveiro

H-index: 1
William Trott

William Trott

Georgia Southern University

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